鈍角三角形

ㄉㄨㄣˋ ㄐㄧㄠˇ ㄙㄢ ㄐㄧㄠˇ ㄒㄧㄥˊ

ㄉㄨㄣˋ ㄐㄧㄠˇ ㄙㄢ ㄐㄧㄠˇ ㄒㄧㄥˊ

дуньцзяо саньцзяосин

/tu̯ən⁵¹ t͡ɕi̯ɑʊ̯²¹⁴⁻²¹ sän⁵⁵ t͡ɕi̯ɑʊ̯²¹⁴⁻²¹ ɕiŋ³⁵/

/tɵn²² kɔːk̚³ saːm⁵⁵ kɔːk̚³ jɪŋ²¹/

/tɵn²² kɔːk̚³ saːm⁵⁵ kɔːk̚³ jɪŋ²¹/


orbiform

LL-Q1860 (eng)-Flame, not lame-orbiform.wav

(geometry) A plane for which the distance between the points of contact of two nonequal parallel tangents at a circle is the same everywhere.


צילינדער

yi-noun

צילינדער • (tsilinder) m, plural צילינדערס (tsilinders)

tsilinder (romanization)
tsilinders (romanization)

Borrowed from German Zylinder (“cylinder; top hat”).


axo

Borrowed from Esperanto akso, English axis, axle, French axe, German Achse, Italian asse, Russian ось (osʹ), Spanish eje, most from Latin axis.


semellante

From Old Galician-Portuguese semellante, from Vulgar Latin *similiantem, present participle of *similiāre, a verb based on Latin similis (“similar”). By surface analysis, semellar + -ante. Compare Portuguese semelhante, Spanish semejante.


pikë

sq-noun

pikë f (plural pika, definite pika, definite plural pikat)

pika (plural)
pika (definite)
pikat (definite plural)
pikë (indefinite nominative singular)
pika (definite nominative singular)
pika (indefinite nominative plural)
pikat (definite nominative plural)
pikë (accusative indefinite singular)
pikën (accusative definite singular)
pika (accusative indefinite plural)
pikat (accusative definite plural)
pike (dative indefinite singular)
pikës (dative definite singular)
pikave (dative indefinite plural)
pikave (dative definite plural)
pike (ablative indefinite singular)
pikës (ablative definite singular)
pikash (ablative indefinite plural)
pikave (ablative definite plural)

Compare pik (“to drip, leak”). Compare also Romanian pic (“a drop of water, a bit”) and Sicilian picca (“a bit, a little”).

(geometry) point (zero-dimensional object)


ciorclach

head

ciorclach (genitive singular masculine ciorclaigh, genitive singular feminine ciorclaí, plural ciorclacha, comparative ciorclaí)

ciorclaigh (genitive masculine singular)
ciorclaí (feminine genitive singular)
ciorclacha (plural)
ciorclaí (comparative)
ciorclach (masculine nominative singular)
chiorclach (feminine nominative singular)
ciorclacha (nominative plural)
chiorclacha (nominative plural)
chiorclaigh (masculine singular vocative)
chiorclach (feminine singular vocative)
ciorclacha (plural vocative)
chiorclaigh (genitive masculine singular)
ciorclaí (feminine genitive singular)
ciorclacha (genitive plural)
ciorclach (genitive plural)
ciorclach (dative masculine singular)
chiorclach (dative masculine singular)
chiorclach (dative feminine singular)
chiorclaigh (archaic dative feminine singular)
ciorclacha (dative plural)
chiorclacha (dative plural)
níos ciorclaí (comparative)
is ciorclaí (superlative)
ciorclach
chiorclach
gciorclach

From ciorcal (“circle”) + -ach. Compare Scottish Gaelic cearclach.


anabelian

From an- (“not”) + abelian (“commutative”); coined to imply a nuancedly stronger condition than "merely" noncommutative (see an-).

We end up this section with the following remarks, both for the sake of completeness, but mostly because of the relevance of the facts we want to mention for the anabelian phenomena.

2000, Florian Pop, “Alterations and Birational Anabelian Geometry”, in H. Hauser, J. Lipman, F. Oort, A. Quirós, editors, Resolution of Singularities, Birkhäuser, page 522:

We will formulate Grothendieck's anabelian conjectures in a more general context later, after having presented the basic facts about ́etale fundamental groups.

2012, Florian Pop, “Lectures on anabelian phenomena in geometry and arithmetic”, in John Coates, Minhyong Kim, Florian Pop, Mohamed Saïdi, Peter Schneider, editors, Non-abelian Fundamental Groups and Iwasawa Theory, Cambridge University Press, page 5:

But the interplay between those two parts remains mysterious and is at the source of some of the most standard conjectures about fundamental groups such as anabelian conjectures or the section conjecture.

2013, Anna Cadoret, “Galois Categories”, in Pierre Dèbes, Michel Emsalem, Matthieu Romagny, A. Muhammed Uludağ, editors, Arithmetic and Geometry Around Galois Theory, Springer (Birkhäuser), page 172:

algebraic fundamental group
algebraic fundamental group

(mathematics, algebraic geometry, arithmetic geometry) Of or relating to anabelian geometry, a proposed theory describing the way the algebraic fundamental group G of an algebraic variety (or some related geometric object) V determines how V can be mapped into another geometric object W, under the assumption that G is very far from being an abelian group, in a sense to be made more precise.


□ABCD

A quadrilateral with vertices named A, B, C, and D in order.

(geometry) A quadrilateral, usually referred to a square or rectangle.


αμβλύς

αμβλύς • (amvlýs) m (feminine αμβλεία, neuter αμβλύ)

amvlýs (romanization)
αμβλεία (feminine)
αμβλύ (neuter)
αμβλύς (masculine nominative singular)
αμβλεία (feminine nominative singular)
αμβλύ (neuter nominative singular)
αμβλείς (masculine nominative plural)
αμβλείες (feminine nominative plural)
αμβλέα (neuter nominative plural)
αμβλέος (genitive masculine singular)
αμβλύ (genitive masculine singular)
αμβλείας (feminine genitive singular)
αμβλύ (genitive neuter singular)
αμβλέος (genitive neuter singular)
αμβλέων (genitive masculine plural)
αμβλειών (feminine genitive plural)
αμβλέων (genitive neuter plural)
αμβλύ (accusative masculine singular)
αμβλεία (accusative feminine singular)
αμβλύ (accusative neuter singular)
αμβλείς (accusative masculine plural)
αμβλείες (accusative feminine plural)
αμβλέα (accusative neuter plural)
αμβλύ (masculine singular vocative)
αμβλεία (feminine singular vocative)
αμβλύ (neuter singular vocative)
αμβλείς (masculine plural vocative)
αμβλείες (feminine plural vocative)
αμβλέα (neuter plural vocative)

el-decl-adj-positive

Comparative: <i class="Grek mention" lang="el">πιο</i> + positive forms (e.g. πιο αμβλύς, etc.)
 Relative superlative: definite article + πιο + positive forms (e.g. ο πιο αμβλύς, etc.)

el-decl-adj-table

αμβλύς (amvlýs)

αμβλεία (amvleía)

αμβλύ (amvlý)

αμβλείς (amvleís)

αμβλείες (amvleíes)

αμβλέα (amvléa)

αμβλέος (amvléos)

αμβλύ (amvlý)

αμβλείας (amvleías)

αμβλύ (amvlý)

αμβλέος (amvléos)

αμβλέων (amvléon)

αμβλειών (amvleión)

αμβλέων (amvléon)

αμβλύ (amvlý)

αμβλεία (amvleía)

αμβλύ (amvlý)

αμβλείς (amvleís)

αμβλείες (amvleíes)

αμβλέα (amvléa)

αμβλύ (amvlý)

αμβλεία (amvleía)

αμβλύ (amvlý)

αμβλείς (amvleís)

αμβλείες (amvleíes)

αμβλέα (amvléa)

Learned borrowing from Ancient Greek ἀμβλύς (amblús).

lbor

αμβλεία γωνία


ellipsoid of revolution

en-noun

ellipsoid of revolution (plural ellipsoids of revolution)

An ellipsoid of revolution may be either prolate or oblate.

(geometry) A spheroid; a solid of revolution generated by rotating an ellipse about one of its axes.


spherical excess

(geometry) The amount by which the sum of the three angles of a spherical triangle exceeds two right angles. The spherical excess is proportional to the area of the triangle.


מסלול

he-noun

מַסְלוּל • (maslúl) m (plural indefinite מַסְלוּלִים, singular construct מַסְלוּל־, plural construct מַסְלוּלֵי־) [pattern: מַקְטוּל]

מַסְלוּל (canonical)
maslúl (romanization)
מַסְלוּלִים (indefinite plural)
מַסְלוּל־ (construct singular)
מַסְלוּלֵי־ (construct plural)


logocyclic curve

en-noun

logocyclic curve (plural logocyclic curves)


strophoid

LL-Q1860 (eng)-Flame, not lame-strophoid.wav

(geometry) The locus of a point that has a certain relationship with a given curve


googolgon

LL-Q1860 (eng)-Flame, not lame-googolgon.wav

(geometry) A polygon with a googol number of sides (virtually indistinguishable from a circle)


ultraparallel

LL-Q1860 (eng)-Flame, not lame-ultraparallel.wav

(geometry, of lines in hyperbolic geometry) Sharing a common perpendicular.


epicykl

epicykl (nominative singular)
epicykle (nominative plural)
epicyklu (genitive singular)
epicykli (genitive plural)
epicyklów (genitive plural)
epicyklowi (dative singular)
epicyklom (dative plural)
epicykl (accusative singular)
epicykle (accusative plural)
epicyklem (instrumental singular)
epicyklami (instrumental plural)
epicyklu (locative singular)
epicyklach (locative plural)
epicyklu (singular vocative)
epicykle (plural vocative)

(geometry) epicycle (any circle whose circumference rolls around that of another circle, thus creating a hypocycloid or epicycloid)


figiúr

head

figiúr m (genitive singular figiúir, nominative plural figiúirí)

figiúir (genitive singular)
figiúirí (nominative plural)
figiúr (indefinite nominative singular)
figiúirí (indefinite nominative plural)
a fhigiúir (indefinite singular vocative)
a fhigiúirí (indefinite plural vocative)
figiúir (genitive indefinite singular)
figiúirí (genitive indefinite plural)
figiúr (dative indefinite singular)
figiúirí (dative indefinite plural)
an figiúr (definite nominative singular)
na figiúirí (definite nominative plural)
an fhigiúir (definite genitive singular)
na bhfigiúirí (definite genitive plural)
leis an bhfigiúr (dative definite singular)
don fhigiúr (dative definite singular)
leis na figiúirí (dative definite plural)
figiúr
fhigiúr
bhfigiúr
figear (alternative)

Borrowed from English figure, from Middle English figure, from Old French figure, from Latin figūra. Doublet of fíor.

(mathematics, geometry) digit, number, numeral


brancho

From Esperanto branĉo, English branch, French branche.


內心

CJKV/code

Sino-Xenic (內心):
* → Japanese: 内心(ないしん) (naishin)
* → Korean: 내심(內心) (naesim)
* → Vietnamese: nội tâm (內心)

/neɪ̯⁵¹ ɕin⁵⁵/

/nɔːi̯²² sɐm⁵⁵/

/neɪ̯⁵¹ ɕin⁵⁵/

/nɔːi̯²² sɐm⁵⁵/


power center

power centers (plural)
power centre (alternative)


放物線

ja-noun

放(ほう)物(ぶつ)線(せん) • (hōbutsusen) ^(←はうぶつせん (faubutusen)?)

放物線 (canonical)
hōbutsusen (romanization)
faubutusen (romanization)
はうぶつせん (hiragana historical)

[ho̞ːbɯ̟t͡sɨ̥sẽ̞ɴ]

[ho̞ːbɯ̟t͡sɨsẽ̞ɴ]

Appears in Japanese in 1872 in the 代微積拾級訳解 (Dai Biseki Jikkyū Yakkai, literally “Translation and Explication of Algebraic and Differential Calculus”), a Japanese translation by 福田理軒 (Fukuda Riken) and 福田半 (Fukuda Han) of the 1851 book Elements of Analytical Geometry and of the Differential and Integral Calculus by Elias Loomis. According to the foreword, the translators referenced an earlier Chinese translation from 1859, so the term likely derives originally from Chinese 拋物線 /抛物线 (pāowùxiàn) (see that entry for further details).
According to other Japanese sources, analyzed as a compound of 抛物 (hōbutsu, literally “throwing thing”, perhaps in reference to the etymology of parabola) + 線 (sen, “line”). See also related term 放物面 (hōbutsumen, “paraboloid”).
Note the shift from earlier spelling 抛物線, now considered an archaic alternative, to 放物線 in modern usage. 放 (hō, “to release, to set free”) is a daiyōji replacing 抛 (hō, “to throw, to hurl”).

ja-daiyouji

Daijirin
Daijisen
Elias Loomis
Kyōsuke Kindaichi
ja:松村明


切點

/t͡ɕʰi̯ɛ⁵⁵ ti̯ɛn²¹⁴⁻²¹⁽⁴⁾/

/t͡ɕʰi̯ɛ⁵⁵ ti̯ɛn²¹⁴⁻²¹⁽⁴⁾/


quadrisecant

LL-Q1860 (eng)-Flame, not lame-quadrisecant.wav

(geometry) A line that passes through four points of the curve.


tagigapay

tagigapáy (canonical)
ᜆᜄᜒᜄᜉᜌ᜔ (Baybayin)

[t̪ɐ.ɣɪ.ɣɐˈpaɪ̯]

trapezoid; trapezium (quadrilateral with two non-adjacent parallel sides)


tagihilis

tagihilís (canonical)
ᜆᜄᜒᜑᜒᜎᜒᜐ᜔ (Baybayin)


homaloid

LL-Q1860 (eng)-Flame, not lame-homaloid.wav

Cremona transformation
Cremona transformation

(geometry) An element of a homaloidal system, in particular the image of a hyperplane under a Cremona transformation.


PSL

special linear group
special linear group

(algebraic geometry) projective special linear group


hypercusp

LL-Q1860 (eng)-Flame, not lame-hypercusp.wav

(geometry) A singularity of a curve of some multiplicity r whose tangent cone is a single line meeting the curve with order r+1.


hyperflex

LL-Q1860 (eng)-Flame, not lame-hyperflex.wav

(geometry) A point of a curve where the tangent line has contact of order at least 4.


hyperosculate

en-verb

hyperosculate (third-person singular simple present hyperosculates, present participle hyperosculating, simple past and past participle hyperosculated)

hyperosculates (present singular third-person)
hyperosculating (participle present)
hyperosculated (participle past)
hyperosculated (past)

LL-Q1860 (eng)-Flame, not lame-hyperosculate.wav

A hyperosculating point is one where the tangent space meets with order higher than normal.

(geometry) To osculate at multiple points.


flecnode

LL-Q1860 (eng)-Flame, not lame-flecnode.wav

(geometry) A double point that is also a point of inflexion of one branch.


fleflecnode

LL-Q1860 (eng)-Flame, not lame-fleflecnode.wav

(geometry) A double point that is also a point of inflexion of both branches.


cubu

(geometry) cube (geometry: polyhedron having of six identical square faces)


parigilid

parigilíd (canonical)
ᜉᜇᜒᜄᜒᜎᜒᜇ᜔ (Baybayin)

[pɐ.ɾɪ.ɣɪˈlɪd̪̚]


equianharmonic

LL-Q1860 (eng)-Flame, not lame-equianharmonic.wav

(geometry) A set of four points whose cross ratio (or anharmonic ratio) is a cube root of 1.


ángulu

(geometry) angle (measure of such a figure)


pentagonum

la-noun

pentagōnum n (genitive pentagōnī); second declension

pentagōnum (canonical neuter)
pentagōnī (genitive)
pentagōnum (nominative singular)
pentagōna (nominative plural)
pentagōnī (genitive singular)
pentagōnōrum (genitive plural)
pentagōnō (dative singular)
pentagōnīs (dative plural)
pentagōnum (accusative singular)
pentagōna (accusative plural)
pentagōnō (ablative singular)
pentagōnīs (ablative plural)
pentagōnum (singular vocative)
pentagōna (plural vocative)

→ Catalan: pentàgon (learned)

→ Danish: pentagon

→ English: pentagon

→ French: pentagone (learned)

→ Friulian: pentagon (learned)

→ Galician: pentágono (learned)

→ German: Pentagon

→ Ido: pentagono

→ Italian: pentagono (learned)

→ Norwegian Bokmål: pentagon

→ Norwegian Nynorsk: pentagon

→ Portuguese: pentágono (learned)

→ Romanian: pentagon (learned)

→ Spanish: pentágono (learned)

From Ancient Greek πεντάγωνον (pentágōnon).


sesedro

eo-head

sesedro (accusative singular sesedron, plural sesedroj, accusative plural sesedrojn)

sesedron (accusative singular)
sesedroj (plural)
sesedrojn (accusative plural)

From ses (“six”) + edro (“geometric face”).


vídd

is-noun

vídd f (genitive singular víddar, nominative plural víddir)

víddar (genitive singular)
víddir (nominative plural)
vídd (indefinite nominative singular)
víddin (definite nominative singular)
víddir (indefinite nominative plural)
víddirnar (definite nominative plural)
vídd (accusative indefinite singular)
víddina (accusative definite singular)
víddir (accusative indefinite plural)
víddirnar (accusative definite plural)
vídd (dative indefinite singular)
víddinni (dative definite singular)
víddum (dative indefinite plural)
víddunum (dative definite plural)
víddar (genitive indefinite singular)
víddarinnar (definite genitive singular)
vídda (genitive indefinite plural)
víddanna (definite genitive plural)

From Old Norse vídd, from Proto-Germanic *wīdiþō.


neusis

(geometry) A line segment of prescribed length, fitted between two given curves, part of a line that passes through a given point.


apótema

(geometry) apothem (the distance from the center of a polygon to a side)


bissetriz

bissetrizes (plural)
bissectriz (alternative)

(geometry) angle bisector (ray that divides an angle into two equal parts)


semicilindro

First attested in 1870. From semi- + cilindro.


caracol de Pascal

pt-noun

caracol de Pascal m (plural caracóis de Pascal)


eixo z

(algebraic geometry) z-axis (axis on a graph that is usually drawn as if vertical)


geometria euclidiana

(geometry) Euclidean geometry (familiar geometry of the real world)


karratu

karratu (absolutive indefinite)
karratua (absolutive indefinite singular)
karratuak (absolutive indefinite plural)
karratuk (ergative indefinite)
karratuak (ergative indefinite singular)
karratuek (ergative indefinite plural)
karraturi (dative indefinite)
karratuari (dative indefinite singular)
karratuei (dative indefinite plural)
karraturen (genitive indefinite)
karratuaren (genitive indefinite singular)
karratuen (genitive indefinite plural)
karraturekin (comitative indefinite)
karratuarekin (comitative indefinite singular)
karratuekin (comitative indefinite plural)
karraturengatik (causative indefinite)
karratuarengatik (causative indefinite singular)
karratuengatik (causative indefinite plural)
karraturentzat (benefactive indefinite)
karratuarentzat (benefactive indefinite singular)
karratuentzat (benefactive indefinite plural)
karratuz (indefinite instrumental)
karratuaz (indefinite instrumental singular)
karratuez (indefinite instrumental plural)
karratutan (indefinite inessive)
karratuan (indefinite inessive singular)
karratuetan (indefinite inessive plural)
karratutako (indefinite locative)
karratuko (indefinite locative singular)
karratuetako (indefinite locative plural)
karratutara (allative indefinite)
karratura (allative indefinite singular)
karratuetara (allative indefinite plural)
karratutaraino (indefinite terminative)
karraturaino (indefinite singular terminative)
karratuetaraino (indefinite plural terminative)
karratutarantz (directive indefinite)
karraturantz (directive indefinite singular)
karratuetarantz (directive indefinite plural)
karratutarako (destinative indefinite)
karraturako (destinative indefinite singular)
karratuetarako (destinative indefinite plural)
karratutatik (ablative indefinite)
karratutik (ablative indefinite singular)
karratuetatik (ablative indefinite plural)
karraturik (indefinite partitive)
karratutzat (indefinite prolative)


tendril perversion

en-noun

tendril perversion (countable and uncountable, plural tendril perversions)

(geometry) A reversal of handedness in helical curves.


angolo retto

(geometry) half of the angle formed by a single straight line, equivalent to 90 degrees


angolo ottuso

(geometry) obtuse angle of a triangle, having an obtuse angle


akse

akse m (definite singular aksen, indefinite plural akser, definite plural aksene)

aksen (definite singular)
akser (indefinite plural)
aksene (definite plural)

From German Achse (“axis, axle”), from Middle High German ahse, from Old High German ahsa (“axis, axle”), from Proto-West Germanic *ahsu (“axle”), from Proto-Germanic *ahsō (“axle”), from Proto-Indo-European *h₂eḱs- (“axis, axle”), from *h₂eǵ- (“to drive”).


akse

akse m (definite singular aksen, indefinite plural aksar, definite plural aksane)

aksen (definite singular)
aksar (indefinite plural)
aksane (definite plural)


visual angle

(geometry) The angle formed by two rays of light, or two straight lines drawn from the extreme points of an object to the center of the eye.


winding number

mathematical analysis
mathematical analysis

(geometry, topology, mathematical analysis) The total number of times a given curve travels counterclockwise around a specified point.

indeks

the number of times a curve travels counterclockwise around a point


中點

/ʈ͡ʂʊŋ⁵⁵ ti̯ɛn²¹⁴⁻²¹⁽⁴⁾/

/t͡sʊŋ⁵⁵ tiːm³⁵/

/ʈ͡ʂʊŋ⁵⁵ ti̯ɛn²¹⁴⁻²¹⁽⁴⁾/

/t͡sʊŋ⁵⁵ tiːm³⁵/


interseção

tlb

(Brazilian Portuguese spelling, European Portuguese spelling)

interseções (plural)
intersecção (alternative Portugal)

/ĩ.tɨɾ.sɛˈsɐ̃w̃/

Learned borrowing from Latin intersectiōnem.

lbor

(geometry) intersection (point or points common to two objects)


обсяг

obsjah (romanization)
обсяг (nominative singular)
обсяги (nominative plural)
обсягу (genitive singular)
обсягох (genitive plural)
обсягу (dative singular)
обсягом (dative plural)
обсяг (accusative singular)
обсяги (accusative plural)
обсягом (instrumental singular)
обсягами (instrumental plural)
обсягу (locative singular)
обсягох (locative plural)
обсягу (singular vocative)
обсяги (plural vocative)

Borrowed from Carpathian Rusyn о́бсяг (óbsjah). Compare Slovak obsah (“sense, meaning”) and obsiahly (“comprehensive, extensive”). Direct inheritance from Old Slovak *obsiah would have yielded *обшаг (*obšah).

bor+

обсяг круга


Bravais lattice

en-noun

Bravais lattice (plural Bravais lattices)

(geometry, crystallography) An infinite array of discrete points generated by a set of discrete translation operations mathbf R=n_1 mathbf a₁+n_2 mathbf a₂+n_3 mathbf a₃, where nᵢ are any integers and aᵢ are known as the primitive vectors which lie in different directions and span the lattice.


limaçon de Pascal

pt-noun

limaçon de Pascal f (plural limaçons de Pascal)


geometrography

LL-Q1860 (eng)-Flame, not lame-geometrography.wav

(geometry) The study of geometrical constructions.


lensoidal

en-adj

lensoidal (comparative more lensoidal, superlative most lensoidal)

more lensoidal (comparative)
most lensoidal (superlative)

LL-Q1860 (eng)-Flame, not lame-lensoidal.wav

(geometry) Of a lenticular shaped geometry.


quadridimensional

pt-adj

quadridimensional m or f (plural quadridimensionais)

(algebraic geometry, physics) four-dimensional


excenter

LL-Q1860 (eng)-Flame, not lame-excenter.wav

(US, geometry) The center of an excircle.


exradius

LL-Q1860 (eng)-Flame, not lame-exradius.wav


тап

mk-adj

тап • (tap) (comparative потап, superlative најтап, abstract noun тапост)

tap (romanization)
потап (comparative)
најтап (superlative)
тапост (abstract-noun)
тап (indefinite masculine)
тапа (feminine indefinite)
тапо (indefinite neuter)
тапи (indefinite plural)
тапиот (definite masculine unspecified)
тапата (definite feminine unspecified)
тапото (definite neuter unspecified)
тапите (definite plural unspecified)
тапиов (definite masculine proximal)
тапава (definite feminine proximal)
тапово (definite neuter proximal)
тапиве (definite plural proximal)
тапион (definite distal masculine)
тапана (definite distal feminine)
тапоно (definite distal neuter)
тапине (definite distal plural)
потап (indefinite masculine)
потапа (feminine indefinite)
потапо (indefinite neuter)
потапи (indefinite plural)
потапиот (definite masculine unspecified)
потапата (definite feminine unspecified)
потапото (definite neuter unspecified)
потапите (definite plural unspecified)
потапиов (definite masculine proximal)
потапава (definite feminine proximal)
потапово (definite neuter proximal)
потапиве (definite plural proximal)
потапион (definite distal masculine)
потапана (definite distal feminine)
потапоно (definite distal neuter)
потапине (definite distal plural)
најтап (indefinite masculine)
најтапа (feminine indefinite)
најтапо (indefinite neuter)
најтапи (indefinite plural)
најтапиот (definite masculine unspecified)
најтапата (definite feminine unspecified)
најтапото (definite neuter unspecified)
најтапите (definite plural unspecified)
најтапиов (definite masculine proximal)
најтапава (definite feminine proximal)
најтапово (definite neuter proximal)
најтапиве (definite plural proximal)
најтапион (definite distal masculine)
најтапана (definite distal feminine)
најтапоно (definite distal neuter)
најтапине (definite distal plural)


sous-tendre

sous-tendre (infinitive)
avoir + past participle (infinitive multiword-construction)
sous-tendant (gerund participle present)
ayant + past participle (gerund multiword-construction participle present)
sous-tendu (participle past)
sous-tends (first-person indicative present singular)
sous-tends (indicative present second-person singular)
sous-tend (indicative present singular third-person)
sous-tendons (first-person indicative plural present)
sous-tendez (indicative plural present second-person)
sous-tendent (indicative plural present third-person)
sous-tendais (first-person imperfect indicative singular)
sous-tendais (imperfect indicative second-person singular)
sous-tendait (imperfect indicative singular third-person)
sous-tendions (first-person imperfect indicative plural)
sous-tendiez (imperfect indicative plural second-person)
sous-tendaient (imperfect indicative plural third-person)
sous-tendis (first-person historic indicative past singular)
sous-tendis (historic indicative past second-person singular)
sous-tendit (historic indicative past singular third-person)
sous-tendîmes (first-person historic indicative past plural)
sous-tendîtes (historic indicative past plural second-person)
sous-tendirent (historic indicative past plural third-person)
sous-tendrai (first-person future indicative singular)
sous-tendras (future indicative second-person singular)
sous-tendra (future indicative singular third-person)
sous-tendrons (first-person future indicative plural)
sous-tendrez (future indicative plural second-person)
sous-tendront (future indicative plural third-person)
sous-tendrais (conditional first-person singular)
sous-tendrais (conditional second-person singular)
sous-tendrait (conditional singular third-person)
sous-tendrions (conditional first-person plural)
sous-tendriez (conditional plural second-person)
sous-tendraient (conditional plural third-person)
future of avoir + past participle (future indicative multiword-construction perfect)
conditional of avoir + past participle (conditional multiword-construction perfect)
sous-tende (first-person present singular subjunctive)
sous-tendes (present second-person singular subjunctive)
sous-tende (present singular subjunctive third-person)
sous-tendions (first-person plural present subjunctive)
sous-tendiez (plural present second-person subjunctive)
sous-tendent (plural present subjunctive third-person)
sous-tendisse (first-person imperfect singular subjunctive)
sous-tendisses (imperfect second-person singular subjunctive)
sous-tendît (imperfect singular subjunctive third-person)
sous-tendissions (first-person imperfect plural subjunctive)
sous-tendissiez (imperfect plural second-person subjunctive)
sous-tendissent (imperfect plural subjunctive third-person)
sous-tends (imperative second-person singular)
sous-tendons (first-person imperative plural)
sous-tendez (imperative plural second-person)
soutendre (alternative)
soustendre (alternative)
subtendre (alternative)


Zariski-Riemann space

en-noun

Zariski-Riemann space (plural Zariski-Riemann spaces)

Named by Nagata (1962) after Oscar Zariski and Bernhard Riemann.

(algebraic geometry) A locally ringed space of a subring k of a field K, whose points are valuation rings containing k and contained in K. They generalize the Riemann surface of a complex curve.

Bernhard Riemann
Oscar Zariski
Zariski-Riemann space


周長

/ʈ͡ʂoʊ̯⁵⁵ ʈ͡ʂʰɑŋ³⁵/

/t͡sɐu̯⁵⁵ t͡sʰœːŋ²¹/

/t͡siu³³⁻²³ t͡sʰiaŋ⁵⁵/

/ʈ͡ʂoʊ̯⁵⁵ ʈ͡ʂʰɑŋ³⁵/

/t͡sɐu̯⁵⁵ t͡sʰœːŋ²¹/

/t͡siu³³⁻²³ t͡sʰiaŋ⁵⁵/


周長

ja-noun

周(しゅう)長(ちょう) • (shūchō)


ortogonal

By surface analysis, orto- + -gono + -al.

surf

(geometry) orthogonal (relating to or containing right angles)


Coxeter-Dynkin diagram

en-noun

Coxeter-Dynkin diagram (plural Coxeter-Dynkin diagrams)

After mathematicians H. S. M. Coxeter and Eugene Dynkin.

A Coxeter-Dynkin diagram encodes the information in a Coxeter matrix, which in turn encodes the presentation of a Coxeter group.

Vertices of a Coxeter-Dynkin diagram represent generators of the corresponding Coxeter group. The generators (algebraic) in turn correspond to the reflecting hyperplanes (geometric). A pair of vertices which are not linked by an edge correspond to a pair of commuting generators. An unnumbered edge between a pair of vertices means that the braid relation between the corresponding generators has length three (e.g., aba = bab if the generators are a and b). An edge numbered ≥4 means that the braid relation between the corresponding generators has a length equal to that number. For example, if the edge is numbered 4 then the braid relation is cdcd = dcdc if the generators are c and d. If a set of edges form a cycle then the Coxeter group can be shown to be infinite. If a tree in a Coxeter-Dynkin diagram has more than one numbered edge then the Coxeter group can be shown to be infinite. There are a few more such rules, which ensure that finite Coxeter groups have Coxeter-Dynkin diagrams with relatively simple shapes.

Let 𝒬 be an indecomposable root lattice and let Γ denote the Coxeter-Dynkin diagram of the underlying root system Δ.

1995 June, R. V. Moody, J. Patera, “Voronoi Domains and Dual Cells in the Generalized Kaleidoscope with Applications to Root and Weight Lattices”, in Canadian Journal of Mathematics, page 597:

There is a deep and only partially understood connection between the classification and structure of singularities and the Coxeter-Dynkin diagrams introduced by H. S .M. Coxeter for classification of reflection-generated groups and by E. B. Dynkin for classification of semisimple Lie algebras.

2000, Andrei Gabrielov, “Coxeter-Dynkin diagrams and singularities”, in Evgeniĭ Borisovich Dynkin, A. A. Yushkevich, Gary M. Seitz, A. L. Onishchik, editors, Selected Papers of E. B. Dynkin with Commentary, page 367:

For 3 ≤ n ≤ 5, we will use Eₙ to denote the Coxeter-Dynkin diagrams of types A₁ + A₂(N = 3), A₄(N = 4) and D₅(N = 5).

2012, Igor V. Dolgachev, Classical Algebraic Geometry: A Modern View, page 363:

(geometry, algebra) A graph with numerically labelled edges (called branches) representing the spatial relations between a collection of mirrors (or reflecting hyperplanes).

Coxeter-Dynkin diagram
Eugene Dynkin
Harold Scott MacDonald Coxeter


demihypercube

LL-Q1860 (eng)-Flame, not lame-demihypercube.wav

(geometry) Any of a class of n-polytopes constructed from alternation of an n-hypercube.


bicylinder

LL-Q1860 (eng)-Flame, not lame-bicylinder.wav

(geometry) A solid formed by two intersecting cylinders.


tricylinder

LL-Q1860 (eng)-Flame, not lame-tricylinder.wav

(geometry) A solid formed by three intersecting cylinders.


Steinmetz solid

Steinmetz solid (plural Steinmetz solids)

Named after Charles Proteus Steinmetz, though these solids were known long before Steinmetz studied them.

(geometry) The solid body generated by the intersection of two or three cylinders of equal radius at right angles.


proporção áurea

pt-noun

proporção áurea f (plural proporções áureas)

(geometry) golden ratio (a number which is equal the sum of its own reciprocal and 1)


golygon

LL-Q1860 (eng)-Flame, not lame-golygon.wav

(geometry) A serial isogon of 90 degrees; any polygon with all right angles, whose sides are consecutive integer lengths.


diện tích

[ziən˧˨ʔ tïk̟̚˧˦]

[jiəŋ˨˩ʔ tɨt̚˦˧˥]

[jiəŋ˨˩˨ tɨt̚˦˥]

diện tích xung quanh

the part of the surface area of a solid which does not include its base


ρόμβος

rómvos (romanization)
ρόμβοι (plural)
ρόμβος (nominative singular)
ρόμβοι (nominative plural)
ρόμβου (genitive singular)
ρόμβων (genitive plural)
ρόμβο (accusative singular)
ρόμβους (accusative plural)
ρόμβε (singular vocative)
ρόμβοι (plural vocative)

Learned borrowing from Ancient Greek ῥόμβος (rhómbos).


echel

cy-noun

echel f (plural echelau or echelydd or echeli or echyl)

echelau (plural)
echelydd (plural)
echeli (plural)
echyl (plural)
echel
hechel (prothesis-h)

From Proto-Celtic *aksilā. Cognate with Latin axis.

taflu rhywun oddi ar ei echel

to throw off, to put off, to disconcert; to throw someone off their axle


uusaste

uusaste (nominative singular)
uusasteet (nominative plural)
uusaste (accusative nominative singular)
uusasteet (accusative nominative plural)
uusasteen (accusative genitive singular)
uusasteet (accusative genitive plural)
uusasteen (genitive singular)
uusasteiden (genitive plural)
uusasteitten (genitive plural)
uusastetta (partitive singular)
uusasteita (partitive plural)
uusasteessa (inessive singular)
uusasteissa (inessive plural)
uusasteesta (elative singular)
uusasteista (elative plural)
uusasteeseen (illative singular)
uusasteisiin (illative plural)
uusasteihin (illative plural)
uusasteella (adessive singular)
uusasteilla (adessive plural)
uusasteelta (ablative singular)
uusasteilta (ablative plural)
uusasteelle (allative singular)
uusasteille (allative plural)
uusasteena (essive singular)
uusasteina (essive plural)
uusasteeksi (singular translative)
uusasteiksi (plural translative)
uusasteetta (abessive singular)
uusasteitta (abessive plural)
uusastein (instructive plural)
See the possessive forms below. (comitative)
uusasteeni (nominative singular)
uusasteeni (nominative plural)
uusasteeni (accusative nominative singular)
uusasteeni (accusative nominative plural)
uusasteeni (accusative genitive singular)
uusasteeni (accusative genitive plural)
uusasteeni (genitive singular)
uusasteideni (genitive plural)
uusasteitteni (genitive plural)
uusastettani (partitive singular)
uusasteitani (partitive plural)
uusasteessani (inessive singular)
uusasteissani (inessive plural)
uusasteestani (elative singular)
uusasteistani (elative plural)
uusasteeseeni (illative singular)
uusasteisiini (illative plural)
uusasteihini (illative plural)
uusasteellani (adessive singular)
uusasteillani (adessive plural)
uusasteeltani (ablative singular)
uusasteiltani (ablative plural)
uusasteelleni (allative singular)
uusasteilleni (allative plural)
uusasteenani (essive singular)
uusasteinani (essive plural)
uusasteekseni (singular translative)
uusasteikseni (plural translative)
uusasteettani (abessive singular)
uusasteittani (abessive plural)
uusasteineni (comitative plural)
uusasteesi (nominative singular)
uusasteesi (nominative plural)
uusasteesi (accusative nominative singular)
uusasteesi (accusative nominative plural)
uusasteesi (accusative genitive singular)
uusasteesi (accusative genitive plural)
uusasteesi (genitive singular)
uusasteidesi (genitive plural)
uusasteittesi (genitive plural)
uusastettasi (partitive singular)
uusasteitasi (partitive plural)
uusasteessasi (inessive singular)
uusasteissasi (inessive plural)
uusasteestasi (elative singular)
uusasteistasi (elative plural)
uusasteeseesi (illative singular)
uusasteisiisi (illative plural)
uusasteihisi (illative plural)
uusasteellasi (adessive singular)
uusasteillasi (adessive plural)
uusasteeltasi (ablative singular)
uusasteiltasi (ablative plural)
uusasteellesi (allative singular)
uusasteillesi (allative plural)
uusasteenasi (essive singular)
uusasteinasi (essive plural)
uusasteeksesi (singular translative)
uusasteiksesi (plural translative)
uusasteettasi (abessive singular)
uusasteittasi (abessive plural)
uusasteinesi (comitative plural)
uusasteemme (nominative singular)
uusasteemme (nominative plural)
uusasteemme (accusative nominative singular)
uusasteemme (accusative nominative plural)
uusasteemme (accusative genitive singular)
uusasteemme (accusative genitive plural)
uusasteemme (genitive singular)
uusasteidemme (genitive plural)
uusasteittemme (genitive plural)
uusastettamme (partitive singular)
uusasteitamme (partitive plural)
uusasteessamme (inessive singular)
uusasteissamme (inessive plural)
uusasteestamme (elative singular)
uusasteistamme (elative plural)
uusasteeseemme (illative singular)
uusasteisiimme (illative plural)
uusasteihimme (illative plural)
uusasteellamme (adessive singular)
uusasteillamme (adessive plural)
uusasteeltamme (ablative singular)
uusasteiltamme (ablative plural)
uusasteellemme (allative singular)
uusasteillemme (allative plural)
uusasteenamme (essive singular)
uusasteinamme (essive plural)
uusasteeksemme (singular translative)
uusasteiksemme (plural translative)
uusasteettamme (abessive singular)
uusasteittamme (abessive plural)
uusasteinemme (comitative plural)
uusasteenne (nominative singular)
uusasteenne (nominative plural)
uusasteenne (accusative nominative singular)
uusasteenne (accusative nominative plural)
uusasteenne (accusative genitive singular)
uusasteenne (accusative genitive plural)
uusasteenne (genitive singular)
uusasteidenne (genitive plural)
uusasteittenne (genitive plural)
uusastettanne (partitive singular)
uusasteitanne (partitive plural)
uusasteessanne (inessive singular)
uusasteissanne (inessive plural)
uusasteestanne (elative singular)
uusasteistanne (elative plural)
uusasteeseenne (illative singular)
uusasteisiinne (illative plural)
uusasteihinne (illative plural)
uusasteellanne (adessive singular)
uusasteillanne (adessive plural)
uusasteeltanne (ablative singular)
uusasteiltanne (ablative plural)
uusasteellenne (allative singular)
uusasteillenne (allative plural)
uusasteenanne (essive singular)
uusasteinanne (essive plural)
uusasteeksenne (singular translative)
uusasteiksenne (plural translative)
uusasteettanne (abessive singular)
uusasteittanne (abessive plural)
uusasteinenne (comitative plural)
uusasteensa (nominative singular)
uusasteensa (nominative plural)
uusasteensa (accusative nominative singular)
uusasteensa (accusative nominative plural)
uusasteensa (accusative genitive singular)
uusasteensa (accusative genitive plural)
uusasteensa (genitive singular)
uusasteidensa (genitive plural)
uusasteittensa (genitive plural)
uusastettaan (partitive singular)
uusastettansa (partitive singular)
uusasteitaan (partitive plural)
uusasteitansa (partitive plural)
uusasteessaan (inessive singular)
uusasteessansa (inessive singular)
uusasteissaan (inessive plural)
uusasteissansa (inessive plural)
uusasteestaan (elative singular)
uusasteestansa (elative singular)
uusasteistaan (elative plural)
uusasteistansa (elative plural)
uusasteeseensa (illative singular)
uusasteisiinsa (illative plural)
uusasteihinsa (illative plural)
uusasteellaan (adessive singular)
uusasteellansa (adessive singular)
uusasteillaan (adessive plural)
uusasteillansa (adessive plural)
uusasteeltaan (ablative singular)
uusasteeltansa (ablative singular)
uusasteiltaan (ablative plural)
uusasteiltansa (ablative plural)
uusasteelleen (allative singular)
uusasteellensa (allative singular)
uusasteilleen (allative plural)
uusasteillensa (allative plural)
uusasteenaan (essive singular)
uusasteenansa (essive singular)
uusasteinaan (essive plural)
uusasteinansa (essive plural)
uusasteekseen (singular translative)
uusasteeksensa (singular translative)
uusasteikseen (plural translative)
uusasteiksensa (plural translative)
uusasteettaan (abessive singular)
uusasteettansa (abessive singular)
uusasteittaan (abessive plural)
uusasteittansa (abessive plural)
uusasteineen (comitative plural)
uusasteinensa (comitative plural)

[ˈuːs̠ˌɑ̝s̠te̞(ʔ)]

(geometry) gradian (unit of angle equal to 1/400 of full circle)


graadi

graadi (nominative singular)
graadit (nominative plural)
graadi (accusative nominative singular)
graadit (accusative nominative plural)
graadin (accusative genitive singular)
graadit (accusative genitive plural)
graadin (genitive singular)
graadien (genitive plural)
graadia (partitive singular)
graadeja (partitive plural)
graadissa (inessive singular)
graadeissa (inessive plural)
graadista (elative singular)
graadeista (elative plural)
graadiin (illative singular)
graadeihin (illative plural)
graadilla (adessive singular)
graadeilla (adessive plural)
graadilta (ablative singular)
graadeilta (ablative plural)
graadille (allative singular)
graadeille (allative plural)
graadina (essive singular)
graadeina (essive plural)
graadiksi (singular translative)
graadeiksi (plural translative)
graaditta (abessive singular)
graadeitta (abessive plural)
graadein (instructive plural)
See the possessive forms below. (comitative)
graadini (nominative singular)
graadini (nominative plural)
graadini (accusative nominative singular)
graadini (accusative nominative plural)
graadini (accusative genitive singular)
graadini (accusative genitive plural)
graadini (genitive singular)
graadieni (genitive plural)
graadiani (partitive singular)
graadejani (partitive plural)
graadissani (inessive singular)
graadeissani (inessive plural)
graadistani (elative singular)
graadeistani (elative plural)
graadiini (illative singular)
graadeihini (illative plural)
graadillani (adessive singular)
graadeillani (adessive plural)
graadiltani (ablative singular)
graadeiltani (ablative plural)
graadilleni (allative singular)
graadeilleni (allative plural)
graadinani (essive singular)
graadeinani (essive plural)
graadikseni (singular translative)
graadeikseni (plural translative)
graadittani (abessive singular)
graadeittani (abessive plural)
graadeineni (comitative plural)
graadisi (nominative singular)
graadisi (nominative plural)
graadisi (accusative nominative singular)
graadisi (accusative nominative plural)
graadisi (accusative genitive singular)
graadisi (accusative genitive plural)
graadisi (genitive singular)
graadiesi (genitive plural)
graadiasi (partitive singular)
graadejasi (partitive plural)
graadissasi (inessive singular)
graadeissasi (inessive plural)
graadistasi (elative singular)
graadeistasi (elative plural)
graadiisi (illative singular)
graadeihisi (illative plural)
graadillasi (adessive singular)
graadeillasi (adessive plural)
graadiltasi (ablative singular)
graadeiltasi (ablative plural)
graadillesi (allative singular)
graadeillesi (allative plural)
graadinasi (essive singular)
graadeinasi (essive plural)
graadiksesi (singular translative)
graadeiksesi (plural translative)
graadittasi (abessive singular)
graadeittasi (abessive plural)
graadeinesi (comitative plural)
graadimme (nominative singular)
graadimme (nominative plural)
graadimme (accusative nominative singular)
graadimme (accusative nominative plural)
graadimme (accusative genitive singular)
graadimme (accusative genitive plural)
graadimme (genitive singular)
graadiemme (genitive plural)
graadiamme (partitive singular)
graadejamme (partitive plural)
graadissamme (inessive singular)
graadeissamme (inessive plural)
graadistamme (elative singular)
graadeistamme (elative plural)
graadiimme (illative singular)
graadeihimme (illative plural)
graadillamme (adessive singular)
graadeillamme (adessive plural)
graadiltamme (ablative singular)
graadeiltamme (ablative plural)
graadillemme (allative singular)
graadeillemme (allative plural)
graadinamme (essive singular)
graadeinamme (essive plural)
graadiksemme (singular translative)
graadeiksemme (plural translative)
graadittamme (abessive singular)
graadeittamme (abessive plural)
graadeinemme (comitative plural)
graadinne (nominative singular)
graadinne (nominative plural)
graadinne (accusative nominative singular)
graadinne (accusative nominative plural)
graadinne (accusative genitive singular)
graadinne (accusative genitive plural)
graadinne (genitive singular)
graadienne (genitive plural)
graadianne (partitive singular)
graadejanne (partitive plural)
graadissanne (inessive singular)
graadeissanne (inessive plural)
graadistanne (elative singular)
graadeistanne (elative plural)
graadiinne (illative singular)
graadeihinne (illative plural)
graadillanne (adessive singular)
graadeillanne (adessive plural)
graadiltanne (ablative singular)
graadeiltanne (ablative plural)
graadillenne (allative singular)
graadeillenne (allative plural)
graadinanne (essive singular)
graadeinanne (essive plural)
graadiksenne (singular translative)
graadeiksenne (plural translative)
graadittanne (abessive singular)
graadeittanne (abessive plural)
graadeinenne (comitative plural)
graadinsa (nominative singular)
graadinsa (nominative plural)
graadinsa (accusative nominative singular)
graadinsa (accusative nominative plural)
graadinsa (accusative genitive singular)
graadinsa (accusative genitive plural)
graadinsa (genitive singular)
graadiensa (genitive plural)
graadiaan (partitive singular)
graadiansa (partitive singular)
graadejaan (partitive plural)
graadejansa (partitive plural)
graadissaan (inessive singular)
graadissansa (inessive singular)
graadeissaan (inessive plural)
graadeissansa (inessive plural)
graadistaan (elative singular)
graadistansa (elative singular)
graadeistaan (elative plural)
graadeistansa (elative plural)
graadiinsa (illative singular)
graadeihinsa (illative plural)
graadillaan (adessive singular)
graadillansa (adessive singular)
graadeillaan (adessive plural)
graadeillansa (adessive plural)
graadiltaan (ablative singular)
graadiltansa (ablative singular)
graadeiltaan (ablative plural)
graadeiltansa (ablative plural)
graadilleen (allative singular)
graadillensa (allative singular)
graadeilleen (allative plural)
graadeillensa (allative plural)
graadinaan (essive singular)
graadinansa (essive singular)
graadeinaan (essive plural)
graadeinansa (essive plural)
graadikseen (singular translative)
graadiksensa (singular translative)
graadeikseen (plural translative)
graadeiksensa (plural translative)
graadittaan (abessive singular)
graadittansa (abessive singular)
graadeittaan (abessive plural)
graadeittansa (abessive plural)
graadeineen (comitative plural)
graadeinensa (comitative plural)

(geometry) Synonym of uusaste (gradian; also grad, grade).


gradiaani

gradiaani (nominative singular)
gradiaanit (nominative plural)
gradiaani (accusative nominative singular)
gradiaanit (accusative nominative plural)
gradiaanin (accusative genitive singular)
gradiaanit (accusative genitive plural)
gradiaanin (genitive singular)
gradiaanien (genitive plural)
gradiaania (partitive singular)
gradiaaneja (partitive plural)
gradiaanissa (inessive singular)
gradiaaneissa (inessive plural)
gradiaanista (elative singular)
gradiaaneista (elative plural)
gradiaaniin (illative singular)
gradiaaneihin (illative plural)
gradiaanilla (adessive singular)
gradiaaneilla (adessive plural)
gradiaanilta (ablative singular)
gradiaaneilta (ablative plural)
gradiaanille (allative singular)
gradiaaneille (allative plural)
gradiaanina (essive singular)
gradiaaneina (essive plural)
gradiaaniksi (singular translative)
gradiaaneiksi (plural translative)
gradiaanitta (abessive singular)
gradiaaneitta (abessive plural)
gradiaanein (instructive plural)
See the possessive forms below. (comitative)
gradiaanini (nominative singular)
gradiaanini (nominative plural)
gradiaanini (accusative nominative singular)
gradiaanini (accusative nominative plural)
gradiaanini (accusative genitive singular)
gradiaanini (accusative genitive plural)
gradiaanini (genitive singular)
gradiaanieni (genitive plural)
gradiaaniani (partitive singular)
gradiaanejani (partitive plural)
gradiaanissani (inessive singular)
gradiaaneissani (inessive plural)
gradiaanistani (elative singular)
gradiaaneistani (elative plural)
gradiaaniini (illative singular)
gradiaaneihini (illative plural)
gradiaanillani (adessive singular)
gradiaaneillani (adessive plural)
gradiaaniltani (ablative singular)
gradiaaneiltani (ablative plural)
gradiaanilleni (allative singular)
gradiaaneilleni (allative plural)
gradiaaninani (essive singular)
gradiaaneinani (essive plural)
gradiaanikseni (singular translative)
gradiaaneikseni (plural translative)
gradiaanittani (abessive singular)
gradiaaneittani (abessive plural)
gradiaaneineni (comitative plural)
gradiaanisi (nominative singular)
gradiaanisi (nominative plural)
gradiaanisi (accusative nominative singular)
gradiaanisi (accusative nominative plural)
gradiaanisi (accusative genitive singular)
gradiaanisi (accusative genitive plural)
gradiaanisi (genitive singular)
gradiaaniesi (genitive plural)
gradiaaniasi (partitive singular)
gradiaanejasi (partitive plural)
gradiaanissasi (inessive singular)
gradiaaneissasi (inessive plural)
gradiaanistasi (elative singular)
gradiaaneistasi (elative plural)
gradiaaniisi (illative singular)
gradiaaneihisi (illative plural)
gradiaanillasi (adessive singular)
gradiaaneillasi (adessive plural)
gradiaaniltasi (ablative singular)
gradiaaneiltasi (ablative plural)
gradiaanillesi (allative singular)
gradiaaneillesi (allative plural)
gradiaaninasi (essive singular)
gradiaaneinasi (essive plural)
gradiaaniksesi (singular translative)
gradiaaneiksesi (plural translative)
gradiaanittasi (abessive singular)
gradiaaneittasi (abessive plural)
gradiaaneinesi (comitative plural)
gradiaanimme (nominative singular)
gradiaanimme (nominative plural)
gradiaanimme (accusative nominative singular)
gradiaanimme (accusative nominative plural)
gradiaanimme (accusative genitive singular)
gradiaanimme (accusative genitive plural)
gradiaanimme (genitive singular)
gradiaaniemme (genitive plural)
gradiaaniamme (partitive singular)
gradiaanejamme (partitive plural)
gradiaanissamme (inessive singular)
gradiaaneissamme (inessive plural)
gradiaanistamme (elative singular)
gradiaaneistamme (elative plural)
gradiaaniimme (illative singular)
gradiaaneihimme (illative plural)
gradiaanillamme (adessive singular)
gradiaaneillamme (adessive plural)
gradiaaniltamme (ablative singular)
gradiaaneiltamme (ablative plural)
gradiaanillemme (allative singular)
gradiaaneillemme (allative plural)
gradiaaninamme (essive singular)
gradiaaneinamme (essive plural)
gradiaaniksemme (singular translative)
gradiaaneiksemme (plural translative)
gradiaanittamme (abessive singular)
gradiaaneittamme (abessive plural)
gradiaaneinemme (comitative plural)
gradiaaninne (nominative singular)
gradiaaninne (nominative plural)
gradiaaninne (accusative nominative singular)
gradiaaninne (accusative nominative plural)
gradiaaninne (accusative genitive singular)
gradiaaninne (accusative genitive plural)
gradiaaninne (genitive singular)
gradiaanienne (genitive plural)
gradiaanianne (partitive singular)
gradiaanejanne (partitive plural)
gradiaanissanne (inessive singular)
gradiaaneissanne (inessive plural)
gradiaanistanne (elative singular)
gradiaaneistanne (elative plural)
gradiaaniinne (illative singular)
gradiaaneihinne (illative plural)
gradiaanillanne (adessive singular)
gradiaaneillanne (adessive plural)
gradiaaniltanne (ablative singular)
gradiaaneiltanne (ablative plural)
gradiaanillenne (allative singular)
gradiaaneillenne (allative plural)
gradiaaninanne (essive singular)
gradiaaneinanne (essive plural)
gradiaaniksenne (singular translative)
gradiaaneiksenne (plural translative)
gradiaanittanne (abessive singular)
gradiaaneittanne (abessive plural)
gradiaaneinenne (comitative plural)
gradiaaninsa (nominative singular)
gradiaaninsa (nominative plural)
gradiaaninsa (accusative nominative singular)
gradiaaninsa (accusative nominative plural)
gradiaaninsa (accusative genitive singular)
gradiaaninsa (accusative genitive plural)
gradiaaninsa (genitive singular)
gradiaaniensa (genitive plural)
gradiaaniaan (partitive singular)
gradiaaniansa (partitive singular)
gradiaanejaan (partitive plural)
gradiaanejansa (partitive plural)
gradiaanissaan (inessive singular)
gradiaanissansa (inessive singular)
gradiaaneissaan (inessive plural)
gradiaaneissansa (inessive plural)
gradiaanistaan (elative singular)
gradiaanistansa (elative singular)
gradiaaneistaan (elative plural)
gradiaaneistansa (elative plural)
gradiaaniinsa (illative singular)
gradiaaneihinsa (illative plural)
gradiaanillaan (adessive singular)
gradiaanillansa (adessive singular)
gradiaaneillaan (adessive plural)
gradiaaneillansa (adessive plural)
gradiaaniltaan (ablative singular)
gradiaaniltansa (ablative singular)
gradiaaneiltaan (ablative plural)
gradiaaneiltansa (ablative plural)
gradiaanilleen (allative singular)
gradiaanillensa (allative singular)
gradiaaneilleen (allative plural)
gradiaaneillensa (allative plural)
gradiaaninaan (essive singular)
gradiaaninansa (essive singular)
gradiaaneinaan (essive plural)
gradiaaneinansa (essive plural)
gradiaanikseen (singular translative)
gradiaaniksensa (singular translative)
gradiaaneikseen (plural translative)
gradiaaneiksensa (plural translative)
gradiaanittaan (abessive singular)
gradiaanittansa (abessive singular)
gradiaaneittaan (abessive plural)
gradiaaneittansa (abessive plural)
gradiaaneineen (comitative plural)
gradiaaneinensa (comitative plural)

[ˈɡrɑ̝diˌɑ̝ːni]

(geometry) Synonym of uusaste (gradian).


steradiaani

steradiaani (nominative singular)
steradiaanit (nominative plural)
steradiaani (accusative nominative singular)
steradiaanit (accusative nominative plural)
steradiaanin (accusative genitive singular)
steradiaanit (accusative genitive plural)
steradiaanin (genitive singular)
steradiaanien (genitive plural)
steradiaania (partitive singular)
steradiaaneja (partitive plural)
steradiaanissa (inessive singular)
steradiaaneissa (inessive plural)
steradiaanista (elative singular)
steradiaaneista (elative plural)
steradiaaniin (illative singular)
steradiaaneihin (illative plural)
steradiaanilla (adessive singular)
steradiaaneilla (adessive plural)
steradiaanilta (ablative singular)
steradiaaneilta (ablative plural)
steradiaanille (allative singular)
steradiaaneille (allative plural)
steradiaanina (essive singular)
steradiaaneina (essive plural)
steradiaaniksi (singular translative)
steradiaaneiksi (plural translative)
steradiaanitta (abessive singular)
steradiaaneitta (abessive plural)
steradiaanein (instructive plural)
See the possessive forms below. (comitative)
steradiaanini (nominative singular)
steradiaanini (nominative plural)
steradiaanini (accusative nominative singular)
steradiaanini (accusative nominative plural)
steradiaanini (accusative genitive singular)
steradiaanini (accusative genitive plural)
steradiaanini (genitive singular)
steradiaanieni (genitive plural)
steradiaaniani (partitive singular)
steradiaanejani (partitive plural)
steradiaanissani (inessive singular)
steradiaaneissani (inessive plural)
steradiaanistani (elative singular)
steradiaaneistani (elative plural)
steradiaaniini (illative singular)
steradiaaneihini (illative plural)
steradiaanillani (adessive singular)
steradiaaneillani (adessive plural)
steradiaaniltani (ablative singular)
steradiaaneiltani (ablative plural)
steradiaanilleni (allative singular)
steradiaaneilleni (allative plural)
steradiaaninani (essive singular)
steradiaaneinani (essive plural)
steradiaanikseni (singular translative)
steradiaaneikseni (plural translative)
steradiaanittani (abessive singular)
steradiaaneittani (abessive plural)
steradiaaneineni (comitative plural)
steradiaanisi (nominative singular)
steradiaanisi (nominative plural)
steradiaanisi (accusative nominative singular)
steradiaanisi (accusative nominative plural)
steradiaanisi (accusative genitive singular)
steradiaanisi (accusative genitive plural)
steradiaanisi (genitive singular)
steradiaaniesi (genitive plural)
steradiaaniasi (partitive singular)
steradiaanejasi (partitive plural)
steradiaanissasi (inessive singular)
steradiaaneissasi (inessive plural)
steradiaanistasi (elative singular)
steradiaaneistasi (elative plural)
steradiaaniisi (illative singular)
steradiaaneihisi (illative plural)
steradiaanillasi (adessive singular)
steradiaaneillasi (adessive plural)
steradiaaniltasi (ablative singular)
steradiaaneiltasi (ablative plural)
steradiaanillesi (allative singular)
steradiaaneillesi (allative plural)
steradiaaninasi (essive singular)
steradiaaneinasi (essive plural)
steradiaaniksesi (singular translative)
steradiaaneiksesi (plural translative)
steradiaanittasi (abessive singular)
steradiaaneittasi (abessive plural)
steradiaaneinesi (comitative plural)
steradiaanimme (nominative singular)
steradiaanimme (nominative plural)
steradiaanimme (accusative nominative singular)
steradiaanimme (accusative nominative plural)
steradiaanimme (accusative genitive singular)
steradiaanimme (accusative genitive plural)
steradiaanimme (genitive singular)
steradiaaniemme (genitive plural)
steradiaaniamme (partitive singular)
steradiaanejamme (partitive plural)
steradiaanissamme (inessive singular)
steradiaaneissamme (inessive plural)
steradiaanistamme (elative singular)
steradiaaneistamme (elative plural)
steradiaaniimme (illative singular)
steradiaaneihimme (illative plural)
steradiaanillamme (adessive singular)
steradiaaneillamme (adessive plural)
steradiaaniltamme (ablative singular)
steradiaaneiltamme (ablative plural)
steradiaanillemme (allative singular)
steradiaaneillemme (allative plural)
steradiaaninamme (essive singular)
steradiaaneinamme (essive plural)
steradiaaniksemme (singular translative)
steradiaaneiksemme (plural translative)
steradiaanittamme (abessive singular)
steradiaaneittamme (abessive plural)
steradiaaneinemme (comitative plural)
steradiaaninne (nominative singular)
steradiaaninne (nominative plural)
steradiaaninne (accusative nominative singular)
steradiaaninne (accusative nominative plural)
steradiaaninne (accusative genitive singular)
steradiaaninne (accusative genitive plural)
steradiaaninne (genitive singular)
steradiaanienne (genitive plural)
steradiaanianne (partitive singular)
steradiaanejanne (partitive plural)
steradiaanissanne (inessive singular)
steradiaaneissanne (inessive plural)
steradiaanistanne (elative singular)
steradiaaneistanne (elative plural)
steradiaaniinne (illative singular)
steradiaaneihinne (illative plural)
steradiaanillanne (adessive singular)
steradiaaneillanne (adessive plural)
steradiaaniltanne (ablative singular)
steradiaaneiltanne (ablative plural)
steradiaanillenne (allative singular)
steradiaaneillenne (allative plural)
steradiaaninanne (essive singular)
steradiaaneinanne (essive plural)
steradiaaniksenne (singular translative)
steradiaaneiksenne (plural translative)
steradiaanittanne (abessive singular)
steradiaaneittanne (abessive plural)
steradiaaneinenne (comitative plural)
steradiaaninsa (nominative singular)
steradiaaninsa (nominative plural)
steradiaaninsa (accusative nominative singular)
steradiaaninsa (accusative nominative plural)
steradiaaninsa (accusative genitive singular)
steradiaaninsa (accusative genitive plural)
steradiaaninsa (genitive singular)
steradiaaniensa (genitive plural)
steradiaaniaan (partitive singular)
steradiaaniansa (partitive singular)
steradiaanejaan (partitive plural)
steradiaanejansa (partitive plural)
steradiaanissaan (inessive singular)
steradiaanissansa (inessive singular)
steradiaaneissaan (inessive plural)
steradiaaneissansa (inessive plural)
steradiaanistaan (elative singular)
steradiaanistansa (elative singular)
steradiaaneistaan (elative plural)
steradiaaneistansa (elative plural)
steradiaaniinsa (illative singular)
steradiaaneihinsa (illative plural)
steradiaanillaan (adessive singular)
steradiaanillansa (adessive singular)
steradiaaneillaan (adessive plural)
steradiaaneillansa (adessive plural)
steradiaaniltaan (ablative singular)
steradiaaniltansa (ablative singular)
steradiaaneiltaan (ablative plural)
steradiaaneiltansa (ablative plural)
steradiaanilleen (allative singular)
steradiaanillensa (allative singular)
steradiaaneilleen (allative plural)
steradiaaneillensa (allative plural)
steradiaaninaan (essive singular)
steradiaaninansa (essive singular)
steradiaaneinaan (essive plural)
steradiaaneinansa (essive plural)
steradiaanikseen (singular translative)
steradiaaniksensa (singular translative)
steradiaaneikseen (plural translative)
steradiaaneiksensa (plural translative)
steradiaanittaan (abessive singular)
steradiaanittansa (abessive singular)
steradiaaneittaan (abessive plural)
steradiaaneittansa (abessive plural)
steradiaaneineen (comitative plural)
steradiaaneinensa (comitative plural)

Internationalism (see English steradian).

(geometry) steradian (unit for solid angle)


acute angle

(geometry) An angle greater than 0 degrees and less than 90 degrees.

زَاوِيَة حَادَّة

angle measuring greater than zero degrees and less than ninety degrees


obtuse angle

(mathematics, geometry) An angle that is greater than 90 degrees and less than 180 degrees.


銳角

/ʐu̯eɪ̯⁵¹ t͡ɕi̯ɑʊ̯²¹⁴⁻²¹⁽⁴⁾/

/jɵy̯²² kɔːk̚³/

/ʐu̯eɪ̯⁵¹ t͡ɕi̯ɑʊ̯²¹⁴⁻²¹⁽⁴⁾/

/jɵy̯²² kɔːk̚³/


銳角

銳角三角形

銳角三角形 えいかくさんかっけい


ܩܘܪܢܝܬܐ

aii-noun

ܩܘܼܪ̈ܢܝܵܬ݂ܵܐ

ܩܘܼܪܢܝܼܬ݂ܵܐ • (qurnīṯā) f sg (plural ܩܘܼܪ̈ܢܝܵܬ݂ܵܐ (qurnyāṯā))

ܩܘܼܪܢܝܼܬ݂ܵܐ (canonical)
qurnīṯā (romanization)
ܩܘܼܪ̈ܢܝܵܬ݂ܵܐ (plural)
ܩܘܼܪܢܝܼ (absolute singular)
ܩܘܼܪܢܝܼܬ݂ܝܼ (first-person possessed-form singular)
ܩܘܼܪܢܝܼܬ݂ܲܢ (first-person plural possessed-form)
ܩܘܼܪܢܝܼܬ݂ (construct singular)
ܩܘܼܪܢܝܼܬ݂ܘܼܟ݂ (masculine possessed-form second-person singular)
ܩܘܼܪܢܝܼܬ݂ܵܟ݂ܝ (feminine possessed-form second-person singular)
ܩܘܼܪܢܝܼܬ݂ܲܘܟ݂ܘܿܢ (plural possessed-form second-person)
ܩܘܼܪܢܝܼܬ݂ܵܐ (emphatic singular)
ܩܘܼܪܢܝܼܬ݂ܹܗ (masculine possessed-form singular third-person)
ܩܘܼܪܢܝܼܬ݂ܵܗ̇ (feminine possessed-form singular third-person)
ܩܘܼܪܢܝܼܬ݂ܗܘܿܢ (plural possessed-form third-person)
ܩܘܼܪ̈ܢܝܵܢ (absolute plural)
ܩܘܼܪ̈ܢܝܵܬ݂ܝܼ (first-person possessed-form singular)
ܩܘܼܪ̈ܢܝܵܬ݂ܲܢ (first-person plural possessed-form)
ܩܘܼܪ̈ܢܝܵܬ݂ (construct plural)
ܩܘܼܪ̈ܢܝܵܬ݂ܘܼܟ݂ (masculine possessed-form second-person singular)
ܩܘܼܪ̈ܢܝܵܬ݂ܵܟ݂ܝ (feminine possessed-form second-person singular)
ܩܘܼܪ̈ܢܝܵܬ݂ܲܘܟ݂ܘܿܢ (plural possessed-form second-person)
ܩܘܼܪ̈ܢܝܵܬ݂ܵܐ (emphatic plural)
ܩܘܼܪ̈ܢܝܵܬ݂ܹܗ (masculine possessed-form singular third-person)
ܩܘܼܪ̈ܢܝܵܬ݂ܵܗ̇ (feminine possessed-form singular third-person)
ܩܘܼܪ̈ܢܝܵܬ݂ܗܘܿܢ (plural possessed-form third-person)

aii-infl-noun

ܩܘܼܪ̈ܢܝܵܬ݂ܵܐ

ܩܘܼܪܢܝܼܬ݂ܘܼܟ݂

ܩܘܼܪܢܝܼܬ݂ܵܟ݂ܝ

ܩܘܼܪܢܝܼܬ݂ܵܗ̇

ܩܘܼܪܢܝܼܬ݂ܲܘܟ݂ܘܿܢ

ܩܘܼܪܢܝܼܬ݂ܗܘܿܢ

ܩܘܼܪ̈ܢܝܵܬ݂ܝܼ

ܩܘܼܪ̈ܢܝܵܬ݂ܘܼܟ݂

ܩܘܼܪ̈ܢܝܵܬ݂ܵܟ݂ܝ

ܩܘܼܪ̈ܢܝܵܬ݂ܹܗ

ܩܘܼܪ̈ܢܝܵܬ݂ܵܗ̇

ܩܘܼܪ̈ܢܝܵܬ݂ܲܢ

ܩܘܼܪ̈ܢܝܵܬ݂ܲܘܟ݂ܘܿܢ

ܩܘܼܪ̈ܢܝܵܬ݂ܗܘܿܢ

Derived from ܩܲܪܢܵܐ (qarnā, “horn”). Also in Turoyo ܩܘܪܢܝܬ݂ܐ (qurniṯo).


reflex angle

(geometry) An angle greater than 180 degrees but less than 360 degrees.


kerületi

kerületi (nominative singular)
kerületiek (nominative plural)
kerületit (accusative singular)
kerületieket (accusative plural)
kerületinek (dative singular)
kerületieknek (dative plural)
kerületivel (instrumental singular)
kerületiekkel (instrumental plural)
kerületiért (causal-final singular)
kerületiekért (causal-final plural)
kerületivé (singular translative)
kerületiekké (plural translative)
kerületiig (singular terminative)
kerületiekig (plural terminative)
kerületiként (essive-formal singular)
kerületiekként (essive-formal plural)
kerületiben (inessive singular)
kerületiekben (inessive plural)
kerületin (singular superessive)
kerületieken (plural superessive)
kerületinél (adessive singular)
kerületieknél (adessive plural)
kerületibe (illative singular)
kerületiekbe (illative plural)
kerületire (singular sublative)
kerületiekre (plural sublative)
kerületihez (allative singular)
kerületiekhez (allative plural)
kerületiből (elative singular)
kerületiekből (elative plural)
kerületiről (delative singular)
kerületiekről (delative plural)
kerületitől (ablative singular)
kerületiektől (ablative plural)
kerületié (singular)
kerületieké (plural)
kerületiéi (singular)
kerületiekéi (plural)


rombicosidodecaedro

pt-noun

rombicosidodecaedro m (plural rombicosidodecaedros)

Learned borrowing from New Latin rhombicosidodecaēdron.

lbor

(geometry) rhombicosidodecahedron (Archimedean solid with 20 regular triangular faces, 30 regular square faces, 12 regular pentagonal faces, 60 vertices and 120 edges)


параллель

ru-noun+

паралле́ль • (parallélʹ) f inan (genitive паралле́ли, nominative plural паралле́ли, genitive plural паралле́лей)

паралле́ль (canonical)
parallélʹ (romanization)
паралле́ли (genitive)
паралле́ли (nominative plural)
паралле́лей (genitive plural)
паралле́ль (nominative singular)
паралле́ли (nominative plural)
паралле́ли (genitive singular)
паралле́лей (genitive plural)
паралле́ли (dative singular)
паралле́лям (dative plural)
паралле́ль (accusative singular)
паралле́ли (accusative plural)
паралле́лью (instrumental singular)
паралле́лями (instrumental plural)
паралле́ли (prepositional singular)
паралле́лях (plural prepositional)

Ru-параллель.ogg


полукруг

по̏лукрӯг (canonical masculine)
pȍlukrūg (romanization)


parallel postulate

en-noun

parallel postulate (plural parallel postulates)

From the reference to parallel lines in the definition as formulated below, following Scottish mathematician John Playfair; this wording leads to a convenient basic categorization of Euclidean and non-Euclidean geometries. The original formulation in Euclid's Elements makes no mention of parallels.

Before we examine the particulars of the parallel postulates of Hyperbolic and Elliptical geometries, we must see their logic.

1962, Mary Irene Solon, The Parallel Postulates of Non-Euclidean Geometry: The Pentagon: A Mathematics Magazine for Students, Volumes 22-25, page 28:

The earliest known attempt to prove the parallel postulates from the other axioms was by Ptolemy in about 150 A.D.

1969, John B. Fraleigh, Mainstreams of Mathematics, Addison-Wesley, page 95:

Euclid's parallel postulate may not have seemed so important when you studied geometry in high school, since it is used only once in order to derive the basic result 1 on alternate interior angles, which is then constantly used to derive further results.

1989, Walter Prenowitz, Meyer Jordan, Basic Concepts of Geometry, Ardsley House Publishers, published 1965, page 28:

In order to understand this section, it is vital to keep in mind an important fact: The "proof" of the parallel postulate presented here is not correct. In fact, there can be no proof of the parallel postulate that relies only on the other axioms and postulates of Euclid.

1998, David A. Singer, Geometry: Plane and Fancy, Springer, page 16:

After enduring twenty centuries of criticism, Euclid's theory of parallels was fully vindicated in 1868 when Eugenio Beltrami proved the independence of Euclid's parallel postulate by constructing a Euclidean model of the hyperbolic plane.

2006, John Ratcliffe, Foundations of Hyperbolic Manifolds, Springer, page 7:

(geometry) An axiom in Euclidean geometry: given a straight line L and a point p not on L, there exists exactly one straight line parallel to L that passes through p; a variant of this axiom, such that the number of lines parallel to L that pass through p may be zero or more than one.

American Mathematical Society
Euclid's Elements
John M. Lee
John Playfair
parallel postulate


triângulo retângulo

pt-noun

triângulo retângulo m (plural triângulos retângulos)

(geometry) right triangle (a triangle having a right angle as one of its interior angles)


coaxal

LL-Q1860 (eng)-Flame, not lame-coaxal.wav


sphenocorona

Blend of sphenoid + corona or from spheno- + corona. Coined by Norman W. Johnson in 1969.

(geometry) A polyhedron, one of the Johnson solids, whose faces are composed of 12 equilateral triangles and 2 squares.


sphenomegacorona

From spheno- + mega- + corona. Coined by Norman W. Johnson in 1969.

(geometry) A polyhedron, one of the Johnson solids, whose faces are composed of 16 triangles and 2 squares.


augmented sphenocorona

(geometry) A polyhedron, one of the Johnson solids, whose faces are composed of 16 equilateral triangles and one square.


triangular hebesphenorotunda

(geometry) A polyhedron, one of the Johnson solids, whose faces are composed of 13 triangles, 3 squares, 3 pentagons, and 1 hexagon.


Eckardt point

(geometry) A point of intersection of three lines on a cubic surface.


equiaffine

LL-Q1860 (eng)-Flame, not lame-equiaffine.wav

(geometry) Being an affine transformation that preserves area.


equiaffinity

LL-Q1860 (eng)-Flame, not lame-equiaffinity.wav

(geometry) An affine transformation that preserves area.


evectant

LL-Q1860 (eng)-Flame, not lame-evectant.wav

(geometry) A contravariant constructed from an invariant by acting on it with a differential operator called an evector.


evector

LL-Q1860 (eng)-Flame, not lame-evector.wav

(geometry) A differential operator that allows a contravariant to be constructed from an invariant.


Schläfli double six

en-noun

Schläfli double six (plural Schläfli double sixes)

Schläfli double sixes (plural)
Schläfli's double six (alternative)

(geometry) A configuration of 30 points and 12 lines. The lines can be partitioned into two subsets of six: each line is disjoint from (skew with) the lines in its own subset of six lines, and intersects all but one of the lines in the other subset of six lines. Each of the 12 lines of the configuration contains five intersection points, and each of these 30 intersection points belongs to exactly two lines, one from each subset.


Desargues configuration

Desargues configuration (plural Desargues configurations)

(geometry) A configuration of ten points and ten lines, with three points per line and three lines per point, whose existence is proven by Desargues' theorem.


perspectivity

LL-Q1860 (eng)-Flame, not lame-perspectivity.wav

(geometry) The formation of an image in a picture plane of a scene viewed from a fixed point.


desmic

LL-Q1860 (eng)-Flame, not lame-desmic.wav

(geometry, of polyhedra) Related such that each edge of one cuts a pair of opposite edges of the other.


leikkaava

leikkaava (nominative singular)
leikkaavat (nominative plural)
leikkaava (accusative nominative singular)
leikkaavat (accusative nominative plural)
leikkaavan (accusative genitive singular)
leikkaavat (accusative genitive plural)
leikkaavan (genitive singular)
leikkaavien (genitive plural)
leikkaavain (genitive plural rare)
leikkaavaa (partitive singular)
leikkaavia (partitive plural)
leikkaavassa (inessive singular)
leikkaavissa (inessive plural)
leikkaavasta (elative singular)
leikkaavista (elative plural)
leikkaavaan (illative singular)
leikkaaviin (illative plural)
leikkaavalla (adessive singular)
leikkaavilla (adessive plural)
leikkaavalta (ablative singular)
leikkaavilta (ablative plural)
leikkaavalle (allative singular)
leikkaaville (allative plural)
leikkaavana (essive singular)
leikkaavina (essive plural)
leikkaavaksi (singular translative)
leikkaaviksi (plural translative)
leikkaavatta (abessive singular)
leikkaavitta (abessive plural)
leikkaavin (instructive plural)
leikkaavine (comitative plural)
leikkaavani (nominative singular)
leikkaavani (nominative plural)
leikkaavani (accusative nominative singular)
leikkaavani (accusative nominative plural)
leikkaavani (accusative genitive singular)
leikkaavani (accusative genitive plural)
leikkaavani (genitive singular)
leikkaavieni (genitive plural)
leikkaavaini (genitive plural rare)
leikkaavaani (partitive singular)
leikkaaviani (partitive plural)
leikkaavassani (inessive singular)
leikkaavissani (inessive plural)
leikkaavastani (elative singular)
leikkaavistani (elative plural)
leikkaavaani (illative singular)
leikkaaviini (illative plural)
leikkaavallani (adessive singular)
leikkaavillani (adessive plural)
leikkaavaltani (ablative singular)
leikkaaviltani (ablative plural)
leikkaavalleni (allative singular)
leikkaavilleni (allative plural)
leikkaavanani (essive singular)
leikkaavinani (essive plural)
leikkaavakseni (singular translative)
leikkaavikseni (plural translative)
leikkaavattani (abessive singular)
leikkaavittani (abessive plural)
leikkaavineni (comitative plural)
leikkaavasi (nominative singular)
leikkaavasi (nominative plural)
leikkaavasi (accusative nominative singular)
leikkaavasi (accusative nominative plural)
leikkaavasi (accusative genitive singular)
leikkaavasi (accusative genitive plural)
leikkaavasi (genitive singular)
leikkaaviesi (genitive plural)
leikkaavaisi (genitive plural rare)
leikkaavaasi (partitive singular)
leikkaaviasi (partitive plural)
leikkaavassasi (inessive singular)
leikkaavissasi (inessive plural)
leikkaavastasi (elative singular)
leikkaavistasi (elative plural)
leikkaavaasi (illative singular)
leikkaaviisi (illative plural)
leikkaavallasi (adessive singular)
leikkaavillasi (adessive plural)
leikkaavaltasi (ablative singular)
leikkaaviltasi (ablative plural)
leikkaavallesi (allative singular)
leikkaavillesi (allative plural)
leikkaavanasi (essive singular)
leikkaavinasi (essive plural)
leikkaavaksesi (singular translative)
leikkaaviksesi (plural translative)
leikkaavattasi (abessive singular)
leikkaavittasi (abessive plural)
leikkaavinesi (comitative plural)
leikkaavamme (nominative singular)
leikkaavamme (nominative plural)
leikkaavamme (accusative nominative singular)
leikkaavamme (accusative nominative plural)
leikkaavamme (accusative genitive singular)
leikkaavamme (accusative genitive plural)
leikkaavamme (genitive singular)
leikkaaviemme (genitive plural)
leikkaavaimme (genitive plural rare)
leikkaavaamme (partitive singular)
leikkaaviamme (partitive plural)
leikkaavassamme (inessive singular)
leikkaavissamme (inessive plural)
leikkaavastamme (elative singular)
leikkaavistamme (elative plural)
leikkaavaamme (illative singular)
leikkaaviimme (illative plural)
leikkaavallamme (adessive singular)
leikkaavillamme (adessive plural)
leikkaavaltamme (ablative singular)
leikkaaviltamme (ablative plural)
leikkaavallemme (allative singular)
leikkaavillemme (allative plural)
leikkaavanamme (essive singular)
leikkaavinamme (essive plural)
leikkaavaksemme (singular translative)
leikkaaviksemme (plural translative)
leikkaavattamme (abessive singular)
leikkaavittamme (abessive plural)
leikkaavinemme (comitative plural)
leikkaavanne (nominative singular)
leikkaavanne (nominative plural)
leikkaavanne (accusative nominative singular)
leikkaavanne (accusative nominative plural)
leikkaavanne (accusative genitive singular)
leikkaavanne (accusative genitive plural)
leikkaavanne (genitive singular)
leikkaavienne (genitive plural)
leikkaavainne (genitive plural rare)
leikkaavaanne (partitive singular)
leikkaavianne (partitive plural)
leikkaavassanne (inessive singular)
leikkaavissanne (inessive plural)
leikkaavastanne (elative singular)
leikkaavistanne (elative plural)
leikkaavaanne (illative singular)
leikkaaviinne (illative plural)
leikkaavallanne (adessive singular)
leikkaavillanne (adessive plural)
leikkaavaltanne (ablative singular)
leikkaaviltanne (ablative plural)
leikkaavallenne (allative singular)
leikkaavillenne (allative plural)
leikkaavananne (essive singular)
leikkaavinanne (essive plural)
leikkaavaksenne (singular translative)
leikkaaviksenne (plural translative)
leikkaavattanne (abessive singular)
leikkaavittanne (abessive plural)
leikkaavinenne (comitative plural)
leikkaavansa (nominative singular)
leikkaavansa (nominative plural)
leikkaavansa (accusative nominative singular)
leikkaavansa (accusative nominative plural)
leikkaavansa (accusative genitive singular)
leikkaavansa (accusative genitive plural)
leikkaavansa (genitive singular)
leikkaaviensa (genitive plural)
leikkaavainsa (genitive plural rare)
leikkaavaansa (partitive singular)
leikkaaviaan (partitive plural)
leikkaaviansa (partitive plural)
leikkaavassaan (inessive singular)
leikkaavassansa (inessive singular)
leikkaavissaan (inessive plural)
leikkaavissansa (inessive plural)
leikkaavastaan (elative singular)
leikkaavastansa (elative singular)
leikkaavistaan (elative plural)
leikkaavistansa (elative plural)
leikkaavaansa (illative singular)
leikkaaviinsa (illative plural)
leikkaavallaan (adessive singular)
leikkaavallansa (adessive singular)
leikkaavillaan (adessive plural)
leikkaavillansa (adessive plural)
leikkaavaltaan (ablative singular)
leikkaavaltansa (ablative singular)
leikkaaviltaan (ablative plural)
leikkaaviltansa (ablative plural)
leikkaavalleen (allative singular)
leikkaavallensa (allative singular)
leikkaavilleen (allative plural)
leikkaavillensa (allative plural)
leikkaavanaan (essive singular)
leikkaavanansa (essive singular)
leikkaavinaan (essive plural)
leikkaavinansa (essive plural)
leikkaavakseen (singular translative)
leikkaavaksensa (singular translative)
leikkaavikseen (plural translative)
leikkaaviksensa (plural translative)
leikkaavattaan (abessive singular)
leikkaavattansa (abessive singular)
leikkaavittaan (abessive plural)
leikkaavittansa (abessive plural)
leikkaavineen (comitative plural)
leikkaavinensa (comitative plural)

/ˈlei̯kːɑːʋɑ/

[ˈle̞i̯kːɑ̝ːʋɑ̝]

(geometry) transverse (of an intersection: not tangent)


στερακτίνιο

head

στερακτίνιο • (steraktínio) n (plural στερακτίνια)

steraktínio (romanization)
στερακτίνια (plural)
στερακτίνιο (nominative singular)
στερακτίνια (nominative plural)
στερακτινίου (genitive singular)
στερακτίνιου (genitive singular)
στερακτινίων (genitive plural)
στερακτίνιο (accusative singular)
στερακτίνια (accusative plural)
στερακτίνιο (singular vocative)
στερακτίνια (plural vocative)

el-decl-noun

στερακτινίου

στερακτίνιου

στερακτινίων

(SI derived unit, mathematics, geometry) steradian (units of solid angles)


στερεά γωνία

head

στερεές γωνίες

στερεά γωνία • (stereá gonía) f (plural στερεές γωνίες)

el-noun

στερεές γωνίες

stereá gonía (romanization)
στερεές γωνίες (plural)


konisk

konisk (indefinite positive)
koniskt (indefinite neuter positive singular)
koniska (indefinite plural positive)
koniske (archaic indefinite masculine plural positive)
koniske (definite masculine positive singular)
koniska (definite positive)

konisk sektion


kjegle

nb-noun-c

kjegle f or m (definite singular kjegla or kjeglen, indefinite plural kjegler, definite plural kjeglene)

kjegla (definite singular)
kjeglen (definite singular)
kjegler (indefinite plural)
kjeglene (definite plural)


kjegle

kjegle f (definite singular kjegla, indefinite plural kjegler, definite plural kjeglene)

kjegla (definite singular)
kjegler (indefinite plural)
kjeglene (definite plural)


eadar-ghearradh

head

eadar-ghearradh m (genitive singular eadar-ghearraidh)


hipearbóil

hipearbóil f (genitive singular hipearbóile, nominative plural hipearbóilí)

hipearbóile (genitive singular)
hipearbóilí (nominative plural)
hipearbóil (indefinite nominative singular)
hipearbóila (indefinite nominative plural)
a hipearbóil (indefinite singular vocative)
a hipearbóila (indefinite plural vocative)
hipearbóile (genitive indefinite singular)
hipearbóil (genitive indefinite plural)
hipearbóil (dative indefinite singular)
hipearbóila (dative indefinite plural)
an hipearbóil (definite nominative singular)
na hipearbóila (definite nominative plural)
na hipearbóile (definite genitive singular)
na hipearbóil (definite genitive plural)
leis an hipearbóil (dative definite singular)
don hipearbóil (dative definite singular)
leis na hipearbóila (dative definite plural)

Borrowed from Latin hyperbolē, from Ancient Greek ὑπερβολή (huperbolḗ, “excess, exaggeration”), from ὑπέρ (hupér, “above”) + βάλλω (bállō, “I throw”).


κῶνος

grc-noun

κῶνος • (kônos) m or f (genitive κώνου); second declension

kônos (romanization)
κώνου (genitive)
κῶνος (nominative singular)
κώνω (dual nominative)
κῶνοι (nominative plural)
κώνου (genitive singular)
κώνοιν (dual genitive)
κώνων (genitive plural)
κώνῳ (dative singular)
κώνοιν (dative dual)
κώνοις (dative plural)
κῶνον (accusative singular)
κώνω (accusative dual)
κώνους (accusative plural)
κῶνε (singular vocative)
κώνω (dual vocative)
κῶνοι (plural vocative)

Greek: κώνος (kónos)

→ Arabic: قونس (qōnus)

desc

→ Old Armenian: կոն (kon), կովն (kovn), կոնոս (konos), կոնոն (konon)

Armenian: կոն (kon)

→ Hebrew: קונוס

→ Latin: cōnus

→ Arabic: قونوس (qōnūs)

Traditionally derived from Proto-Indo-European *ḱóh₃nos, from the root *ḱeh₃- (“to sharpen”), like Sanskrit शाण (śāṇa, “whetstone”), Latin cōs (“whetstone”) and Latin catus (“clever, sharp”). Schwyzer, however, considered the word to be a foreign borrowing; this suggestion is supported by the variant adduced by Furnée, who suggests a Pre-Greek origin, and supported by Beekes.


eixo de simetria

pt-noun

eixo de simetria m (plural eixos de simetria)

(geometry) axis of symmetry (a line about which a geometric figure is symmetric)


orthoplex

LL-Q1860 (eng)-Flame, not lame-orthoplex.wav

Coined in 1991 by John Horton Conway and Neil Sloane. Blend of orthant + complex, since it has one facet for each orthant.

We made use of another way of considering the 120 cells, starting with the eight at the vertices of an orthoplex, that is, in the cells of a hypercube.

1990, Mathematica Journal, volumes 1-2, page 84:

It is remarkable that the four-dimensional orthoplex is the same polytope as the four-dimensional hemicube.

1991, J. H. Conway, N. J. A. Sloane, “The Cell Structures of Certain Lattices”, in Peter Hilton, Friedrich Hirzebruch, Reinhold Remmert, editors, Miscellanea Mathematica, page 90:

The combinatorics of this case apply to all members of the Gosset series; in every case, their cells are simplexes and orthoplexes, the latter appearing with only half symmetry.

2008, John H. Conway, Heidi Burgiel, Chaim Goodman-Strauss, The Symmetries of Things, page 412:

(geometry) A convex polytope analogous to an octahedron (3 dimensions) or 16-cell (4 dimensions).

Cross-polytope
John Horton Conway
Neil Sloane


CPCTC

(geometry) Initialism of corresponding parts of congruent triangles are congruent, a theorem regarding congruent triangles, stating that if two or more triangles are proven congruent by any method, then all of their corresponding angles and sides are congruent as well.


CPCFC

(geometry) Initialism of corresponding parts of congruent forms are congruent.


視角

/ʂʐ̩⁵¹ t͡ɕi̯ɑʊ̯²¹⁴⁻²¹⁽⁴⁾/

/siː²² kɔːk̚³/

/zz̩²² koʔ⁴⁴/

/ʂʐ̩⁵¹ t͡ɕi̯ɑʊ̯²¹⁴⁻²¹⁽⁴⁾/

/siː²² kɔːk̚³/

/zz̩²² koʔ⁴⁴/


bucak

head

bucak (definite accusative bucağı, plural bucaklar)

bucağı (accusative definite)
bucaklar (plural)
bucak (nominative singular)
bucaklar (nominative plural)
bucağı (accusative definite singular)
bucakları (accusative definite plural)
bucağa (dative singular)
bucaklara (dative plural)
bucakta (locative singular)
bucaklarda (locative plural)
bucaktan (ablative singular)
bucaklardan (ablative plural)
bucağın (genitive singular)
bucakların (genitive plural)

Inherited from Ottoman Turkish بوجاق (bucak, “angle, corner, nook”), itself from Proto-Turkic *būčgak (“corner, angle”). Cognate with Tatar почмак (poçmaq), Uyghur بۇرجەك (burjek), and Uzbek burchak.

inh+

(geometry) angle, a figure formed by two rays which start from a common point


tridiminished

LL-Q1860 (eng)-Flame, not lame-tridiminished.wav

(geometry) Having had three cupolae removed.


bidiminished

LL-Q1860 (eng)-Flame, not lame-bidiminished.wav

(geometry) Having had two cupolae removed.


triaugmented

LL-Q1860 (eng)-Flame, not lame-triaugmented.wav

(geometry) Having a square pyramid attached to each of three equatorial faces.


deltahedron

en-noun

deltahedron (plural deltahedrons or deltahedra)

deltahedrons (plural)
deltahedra (plural)

LL-Q1860 (eng)-Flame, not lame-deltahedron.wav

From delta (Greek letter) + -hedron referring to the triangular shape of the letter.

There are infinitely many deltahedra, but only eight that are convex.

equilateral triangle
equilateral triangle

(geometry) A polyhedron whose faces are all equilateral triangles.


straight angle

(mathematics, geometry) An angle that is equal to 180° (pi radians or two right angles).


立體

/li⁵¹ tʰi²¹⁴⁻²¹⁽⁴⁾/

/lɐp̚² tʰɐi̯³⁵/

/laːp̚² tʰɐi̯³⁵/

/lip̚⁴⁻³² tʰe⁵³/

/lip̚²⁴⁻² tʰe⁵⁵⁴/

/lip̚¹²¹⁻²¹ tʰe⁵³/

/lip̚⁴⁻³² tʰe⁵³/

/lip̚⁴⁻³² tʰe⁴¹/

/li⁵¹ tʰi²¹⁴⁻²¹⁽⁴⁾/

/lɐp̚² tʰɐi̯³⁵/

/laːp̚² tʰɐi̯³⁵/

/lip̚⁴⁻³² tʰe⁵³/

/lip̚²⁴⁻² tʰe⁵⁵⁴/

/lip̚¹²¹⁻²¹ tʰe⁵³/

/lip̚⁴⁻³² tʰe⁵³/

/lip̚⁴⁻³² tʰe⁴¹/

三度空間立體順形放射治療

sāndù kōngjiān lìtǐ shùnxíng fàngshè zhìliáo


-gono

From Ancient Greek γωνία (gōnía, “corner, angle”).

der

(geometry) -gon (forms the names of plane figures containing a given number of angles)


-gono

pt-noun

-gono m (noun-forming suffix, plural -gonos)


acutângulo

pt-adj

acutângulo (feminine acutângula, masculine plural acutângulos, feminine plural acutângulas)

acutângula (feminine)
acutângulos (masculine plural)
acutângulas (feminine plural)

(geometry, of a triangle) acute-angled (having three acute angles)


espaço euclidiano

pt-noun

espaço euclidiano m (plural espaços euclidianos)

(geometry) Euclidean space (space with a constant distance between parallel lines)


octadecagon

LL-Q1860 (eng)-Flame, not lame-octadecagon.wav

A regular octadecagon cannot be constructed using a compass and straightedge.

(geometry, rare) A polygon with 18 sides and 18 vertices.


қабырға

kk-noun

қабырға • (qabyrğa)

qabyrğa (romanization)
қабырға (nominative singular)
қабырғалар (nominative plural)
қабырғаның (genitive singular)
қабырғалардың (genitive plural)
қабырғаға (dative singular)
қабырғаларға (dative plural)
қабырғаны (accusative singular)
қабырғаларды (accusative plural)
қабырғада (locative singular)
қабырғаларда (locative plural)
қабырғадан (ablative singular)
қабырғалардеа (ablative plural)
қабырғамен (instrumental singular)
қабырғалармен (instrumental plural)

Kazakh alphabets#Arabic script
Kazakh alphabets#Cyrillic script
Kazakh alphabets#Latin script
kk:қабырға

үшбұрыштың қабырғалары


omega point

To begin, let AB be a given segment, and l and m be sensed parallel lines with shared omega point Ω.

2018, Maureen T. Carroll, Elyn Rykken, Geometry: The Line and the Circle, page 319:

(geometry) A well-defined point outside the hyperbolic plane.


isósceles

(geometry, especially of a triangle) isosceles (having two sides of equal length)


سلندر

silindir (romanization)
سیلندر (alternative)

Turkish: silindir

From French cylindre, itself from Ancient Greek κῠ́λινδρος (kŭ́lindros).

(geometry) cylinder, both as a surface and as a solid figure


hình vuông

[hïŋ˨˩ vuəŋ˧˧]

[hɨn˦˩ vuəŋ˧˧]

[hɨn˨˩ vuəŋ˧˧]

[hɨn˨˩ juəŋ˧˧]


tứ giác

[tɨ˧˦ zaːk̚˧˦]

[tɨ˨˩˦ jaːk̚˦˧˥]

[tɨ˦˥ jaːk̚˦˥]

LL-Q9199 (vie)-Penn Zero MSSJ-tứ giác.wav

Sino-Vietnamese word from 四角 (“four corners of a rectangle”), from Japanese 四角 (“square; rectangular”)


hình thoi

[hïŋ˨˩ tʰɔj˧˧]

[hɨn˦˩ tʰɔj˧˧]

[hɨn˨˩ tʰɔj˧˧]

hình (“shape”) + thoi (“weaving shuttle”)


hình thang

[hïŋ˨˩ tʰaːŋ˧˧]

[hɨn˦˩ tʰaːŋ˧˧]

[hɨn˨˩ tʰaːŋ˧˧]

(geometry) trapezoid/trapezium (with a pair of parallel sides)


tam giác

[taːm˧˧ jaːk̚˦˧˥]

LL-Q9199 (vie)-Penn Zero MSSJ-tam giác.wav

Sino-Vietnamese word from 三角 (“triangle; triangular; three horns”).


tam giác vuông

[taːm˧˧ zaːk̚˧˦ vuəŋ˧˧]

[taːm˧˧ jaːk̚˦˧˥ vuəŋ˧˧]

[taːm˧˧ jaːk̚˦˥ vuəŋ˧˧]

[taːm˧˧ jaːk̚˦˥ juəŋ˧˧]

LL-Q9199 (vie)-Penn Zero MSSJ-tam giác vuông.wav

tam giác (“triangle”) + vuông (“right”).

right-angled triangle
right-angled triangle

(geometry) right triangle/right-angled triangle


tam giác đều

[taːm˧˧ zaːk̚˧˦ ʔɗew˨˩]

[taːm˧˧ jaːk̚˦˧˥ ʔɗew˦˩]

[taːm˧˧ jaːk̚˦˥ ʔɗew˨˩]

LL-Q9199 (vie)-Penn Zero MSSJ-tam giác đều.wav

tam giác (“triangle”) + đều (“equally; evenly”)


tam giác cân

[taːm˧˧ zaːk̚˧˦ kən˧˧]

[taːm˧˧ jaːk̚˦˧˥ kəŋ˧˧]

[taːm˧˧ jaːk̚˦˥ kəŋ˧˧]

LL-Q9199 (vie)-Penn Zero MSSJ-tam giác cân.wav

tam giác (“triangle”) + cân (“balanced”)


lăng trụ

[laŋ˧˧ t͡ɕu˧˨ʔ]

[laŋ˧˧ ʈʊw˨˩ʔ]

[laŋ˧˧ ʈʊw˨˩˨]


lăng trụ đứng

[laŋ˧˧ t͡ɕu˧˨ʔ ʔɗɨŋ˧˦]

[laŋ˧˧ ʈʊw˨˩ʔ ʔɗɨŋ˦˧˥]

[laŋ˧˧ ʈʊw˨˩˨ ʔɗɨŋ˦˥]


hình nón

[hïŋ˨˩ nɔn˧˦]

[hɨn˦˩ nɔŋ˦˧˥]

[hɨn˨˩ nɔŋ˦˥]


hình trụ

[hïŋ˨˩ t͡ɕu˧˨ʔ]

[hɨn˦˩ ʈʊw˨˩ʔ]

[hɨn˨˩ ʈʊw˨˩˨]

(geometry) a cylinder (a shape with a surface area)


hình lập phương

[hïŋ˨˩ ləp̚˧˨ʔ fɨəŋ˧˧]

[hɨn˦˩ ləp̚˨˩ʔ fɨəŋ˧˧]

[hɨn˨˩ ləp̚˨˩˨ fɨəŋ˧˧]

(geometry) a cube, as regards its surface areas only


hình chóp

[hïŋ˨˩ t͡ɕɔp̚˧˦]

[hɨn˦˩ t͡ɕɔp̚˦˧˥]

[hɨn˨˩ cɔp̚˦˥]


tứ diện

[tɨ˧˦ ziən˧˨ʔ]

[tɨ˨˩˦ jiəŋ˨˩ʔ]

[tɨ˦˥ jiəŋ˨˩˨]

LL-Q9199 (vie)-Penn Zero MSSJ-tứ diện.wav

Sino-Vietnamese word from 四面 (“four sides”).


góc vuông

[ɣawk͡p̚˧˦ vuəŋ˧˧]

[ɣawk͡p̚˦˧˥ vuəŋ˧˧]

[ɣawk͡p̚˦˥ vuəŋ˧˧]

[ɣawk͡p̚˦˥ juəŋ˧˧]


góc nhọn

[ɣawk͡p̚˧˦ ɲɔn˧˨ʔ]

[ɣawk͡p̚˦˧˥ ɲɔŋ˨˩ʔ]

[ɣawk͡p̚˦˥ ɲɔŋ˨˩˨]


góc tù

[ɣawk͡p̚˦˧˥ tʊw˦˩]

[ɣawk͡p̚˦˥ tʊw˨˩]


so le trong

[sɔ˧˧ lɛ˧˧ t͡ɕawŋ͡m˧˧]

[ʂɔ˧˧ lɛ˧˧ ʈawŋ͡m˧˧]

[sɔ˧˧ lɛ˧˧ ʈɔŋ˧˧]

[ʂɔ˧˧ lɛ˧˧ ʈawŋ͡m˧˧]

[sɔ˧˧ lɛ˧˧ ʈawŋ͡m˧˧]


đồng vị

[ʔɗəwŋ͡m˨˩ vi˧˨ʔ]

[ʔɗəwŋ͡m˦˩ vɪj˨˩ʔ]

[ʔɗəwŋ͡m˨˩ vɪj˨˩˨]

[ʔɗəwŋ͡m˨˩ jɪj˨˩˨]

Sino-Vietnamese word from 同位 (“par”). Compare Chinese 同位素 (đồng vị tố, “isotope”), Japanese 同位体 (dōitai, đồng vị thể, “isotope”).


autointersezione

it-noun

autointersezione f (plural autointersezioni)

(geometry) autointersection, self-intersection (of a line)


黃金分割

ㄏㄨㄤˊ ㄐㄧㄣ ㄈㄣ ㄍㄜ

ㄏㄨㄤˊ ㄐㄧㄣ ㄈㄣ ㄍㄜ

хуанцзинь фэньгэ

/xu̯ɑŋ³⁵ t͡ɕin⁵⁵ fən⁵⁵ kɤ⁵⁵/

/wɔːŋ²¹ kɐm⁵⁵ fɐn⁵⁵ kɔːt̚³/

/xu̯ɑŋ³⁵ t͡ɕin⁵⁵ fən⁵⁵ kɤ⁵⁵/

/wɔːŋ²¹ kɐm⁵⁵ fɐn⁵⁵ kɔːt̚³/


dron

head

dron (genitive singular masculine droin, genitive singular feminine droine, plural drona, comparative droine)

droin (genitive masculine singular)
droine (feminine genitive singular)
drona (plural)
droine (comparative)
dron (masculine nominative singular)
dhron (feminine nominative singular)
drona (nominative plural)
dhrona (nominative plural)
dhroin (masculine singular vocative)
dhron (feminine singular vocative)
drona (plural vocative)
dhroin (genitive masculine singular)
droine (feminine genitive singular)
drona (genitive plural)
dron (genitive plural)
dron (dative masculine singular)
dhron (dative masculine singular)
dhron (dative feminine singular)
dhroin (archaic dative feminine singular)
drona (dative plural)
dhrona (dative plural)
níos droine (comparative)
is droine (superlative)
dron
dhron
ndron

Inherited from Old Irish dron (“solid, firm, substantial”).


bán kính

[ʔɓaːn˧˦ kïŋ˧˦]

[ʔɓaːŋ˦˧˥ kɨn˦˧˥]

[ʔɓaːŋ˦˥ kɨn˦˥]

Sino-Vietnamese word from 半徑, composed of 半 (“half”) and 徑 (“diameter”), from Japanese 半径 (hankei).


תיכון

he-noun

תִּיכוֹן • (tikhón) m (plural indefinite תִּיכוֹנִים, singular construct תִּיכוֹן־, plural construct תִּיכוֹנֵי־)

תִּיכוֹן (canonical)
tikhón (romanization)
תִּיכוֹנִים (indefinite plural)
תִּיכוֹן־ (construct singular)
תִּיכוֹנֵי־ (construct plural)

תּוֹךְ (tókh, “inside”) + ־וֹן (-ón). Compare רִאשׁוֹן (rishón, “first”) from רֹאשׁ (rósh, “head”).
The sense high school is an ellipsis of בֵּית סֵפֶר תִּיכוֹן (“high school”), and the sense median is a semantic loan from English.

ellipsis

בֵּית סֵפֶר תִּיכוֹן


octogram

octograms (plural)
octagram (alternative)

LL-Q1860 (eng)-Flame, not lame-octogram.wav

(geometry) A regular eight-pointed star shape.


nonagram

LL-Q1860 (eng)-Flame, not lame-nonagram.wav

(geometry) A regular nine-pointed star shape.


ထောင့်

→ Shan: ထွင်ႉ (thâ̰ung)


trissecar

pt-verb

trissecar (first-person singular present trisseco, first-person singular preterite trissequei, past participle trissecado)

trisseco (first-person present singular)
trissequei (first-person preterite singular)
trissecado (participle past)
trissecar (impersonal infinitive)
trissecar (first-person infinitive singular)
trissecares (infinitive second-person singular)
trissecar (infinitive singular third-person)
trissecarmos (first-person infinitive plural)
trissecardes (infinitive plural second-person)
trissecarem (infinitive plural third-person)
trissecando (gerund)
trissecado (masculine participle past singular)
trissecados (masculine participle past plural)
trissecada (feminine participle past singular)
trissecadas (feminine participle past plural)
trisseco (first-person indicative present singular)
trissecas (indicative present second-person singular)
trisseca (indicative present singular third-person)
trissecamos (first-person indicative plural present)
trissecais (indicative plural present second-person)
trissecam (indicative plural present third-person)
trissecava (first-person imperfect indicative singular)
trissecavas (imperfect indicative second-person singular)
trissecava (imperfect indicative singular third-person)
trissecávamos (first-person imperfect indicative plural)
trissecáveis (imperfect indicative plural second-person)
trissecavam (imperfect indicative plural third-person)
trissequei (first-person indicative preterite singular)
trissecaste (indicative preterite second-person singular)
trissecou (indicative preterite singular third-person)
trissecamos (Brazil first-person indicative plural preterite)
trissecámos (first-person indicative plural preterite)
trissecastes (indicative plural preterite second-person)
trissecaram (indicative plural preterite third-person)
trissecara (first-person indicative pluperfect singular)
trissecaras (indicative pluperfect second-person singular)
trissecara (indicative pluperfect singular third-person)
trissecáramos (first-person indicative pluperfect plural)
trissecáreis (indicative pluperfect plural second-person)
trissecaram (indicative pluperfect plural third-person)
trissecarei (first-person future indicative singular)
trissecarás (future indicative second-person singular)
trissecará (future indicative singular third-person)
trissecaremos (first-person future indicative plural)
trissecareis (future indicative plural second-person)
trissecarão (future indicative plural third-person)
trissecaria (conditional first-person singular)
trissecarias (conditional second-person singular)
trissecaria (conditional singular third-person)
trissecaríamos (conditional first-person plural)
trissecaríeis (conditional plural second-person)
trissecariam (conditional plural third-person)
trisseque (first-person present singular subjunctive)
trisseques (present second-person singular subjunctive)
trisseque (present singular subjunctive third-person)
trissequemos (first-person plural present subjunctive)
trissequeis (plural present second-person subjunctive)
trissequem (plural present subjunctive third-person)
trissecasse (first-person imperfect singular subjunctive)
trissecasses (imperfect second-person singular subjunctive)
trissecasse (imperfect singular subjunctive third-person)
trissecássemos (first-person imperfect plural subjunctive)
trissecásseis (imperfect plural second-person subjunctive)
trissecassem (imperfect plural subjunctive third-person)
trissecar (first-person future singular subjunctive)
trissecares (future second-person singular subjunctive)
trissecar (future singular subjunctive third-person)
trissecarmos (first-person future plural subjunctive)
trissecardes (future plural second-person subjunctive)
trissecarem (future plural subjunctive third-person)
trisseca (imperative second-person singular)
trisseque (imperative singular third-person)
trissequemos (first-person imperative plural)
trissecai (imperative plural second-person)
trissequem (imperative plural third-person)
não trisseques (imperative negative second-person singular)
não trisseque (imperative negative singular third-person)
não trissequemos (first-person imperative negative plural)
não trissequeis (imperative negative plural second-person)
não trissequem (imperative negative plural third-person)

(transitive, geometry) to trisect (to divide an angle into three equal parts)


heksagon

Internationalism. Borrowed from English hexagon, from Latin hexagōnum, from Ancient Greek ἑξάγωνον (hexágōnon)

(geometry) hexagon; a polygon with six sides and six angles


heksagon

pl-noun

heksagon m inan (related adjective heksagonalny)

heksagonalny (adjective)
heksagon (nominative singular)
heksagony (nominative plural)
heksagonu (genitive singular)
heksagonów (genitive plural)
heksagonowi (dative singular)
heksagonom (dative plural)
heksagon (accusative singular)
heksagony (accusative plural)
heksagonem (instrumental singular)
heksagonami (instrumental plural)
heksagonie (locative singular)
heksagonach (locative plural)
heksagonie (singular vocative)
heksagony (plural vocative)

Learned borrowing from Ancient Greek ἑξάγωνον (hexágōnon).


semirreta

semirretas (plural)
semi-recta (alternative)
semi-reta (alternative)

(geometry) ray (a line extending indefinitely in one direction from a point)


منصف

ar-noun

مُنْصِف • (munṣif) m (plural مُنْصِفُون (munṣifūn), feminine مُنْصِفَة (munṣifa))

مُنْصِف (canonical)
munṣif (romanization)
مُنْصِفُون (plural)
مُنْصِفَة (feminine)
مُنْصِف (indefinite informal masculine singular triptote)
الْمُنْصِف (definite informal masculine singular triptote)
مُنْصِف (construct informal masculine singular triptote)
مُنْصِفَة (ar-infl-a feminine indefinite informal singular triptote)
الْمُنْصِفَة (ar-infl-a definite feminine informal singular triptote)
مُنْصِفَة (ar-infl-a construct feminine informal singular triptote)
مُنْصِفٌ (indefinite masculine nominative singular triptote)
الْمُنْصِفُ (definite masculine nominative singular triptote)
مُنْصِفُ (construct masculine nominative singular triptote)
مُنْصِفَةٌ (ar-infl-a feminine indefinite nominative singular triptote)
الْمُنْصِفَةُ (ar-infl-a definite feminine nominative singular triptote)
مُنْصِفَةُ (ar-infl-a construct feminine nominative singular triptote)
مُنْصِفًا (accusative indefinite masculine singular triptote)
الْمُنْصِفَ (accusative definite masculine singular triptote)
مُنْصِفَ (accusative construct masculine singular triptote)
مُنْصِفَةً (accusative ar-infl-a feminine indefinite singular triptote)
الْمُنْصِفَةَ (accusative ar-infl-a definite feminine singular triptote)
مُنْصِفَةَ (accusative ar-infl-a construct feminine singular triptote)
مُنْصِفٍ (genitive indefinite masculine singular triptote)
الْمُنْصِفِ (definite genitive masculine singular triptote)
مُنْصِفِ (construct genitive masculine singular triptote)
مُنْصِفَةٍ (ar-infl-a feminine genitive indefinite singular triptote)
الْمُنْصِفَةِ (ar-infl-a definite feminine genitive singular triptote)
مُنْصِفَةِ (ar-infl-a construct feminine genitive singular triptote)
مُنْصِفَيْن (dual indefinite informal masculine singular triptote)
الْمُنْصِفَيْن (definite dual informal masculine singular triptote)
مُنْصِفَيْ (construct dual informal masculine singular triptote)
مُنْصِفَتَيْن (ar-infl-a dual feminine indefinite informal singular triptote)
الْمُنْصِفَتَيْن (ar-infl-a definite dual feminine informal singular triptote)
مُنْصِفَتَيْ (ar-infl-a construct dual feminine informal singular triptote)
مُنْصِفَانِ (dual indefinite masculine nominative singular triptote)
الْمُنْصِفَانِ (definite dual masculine nominative singular triptote)
مُنْصِفَا (construct dual masculine nominative singular triptote)
مُنْصِفَتَانِ (ar-infl-a dual feminine indefinite nominative singular triptote)
الْمُنْصِفَتَانِ (ar-infl-a definite dual feminine nominative singular triptote)
مُنْصِفَتَا (ar-infl-a construct dual feminine nominative singular triptote)
مُنْصِفَيْنِ (accusative dual indefinite masculine singular triptote)
الْمُنْصِفَيْنِ (accusative definite dual masculine singular triptote)
مُنْصِفَيْ (accusative construct dual masculine singular triptote)
مُنْصِفَتَيْنِ (accusative ar-infl-a dual feminine indefinite singular triptote)
الْمُنْصِفَتَيْنِ (accusative ar-infl-a definite dual feminine singular triptote)
مُنْصِفَتَيْ (accusative ar-infl-a construct dual feminine singular triptote)
مُنْصِفَيْنِ (dual genitive indefinite masculine singular triptote)
الْمُنْصِفَيْنِ (definite dual genitive masculine singular triptote)
مُنْصِفَيْ (construct dual genitive masculine singular triptote)
مُنْصِفَتَيْنِ (ar-infl-a dual feminine genitive indefinite singular triptote)
الْمُنْصِفَتَيْنِ (ar-infl-a definite dual feminine genitive singular triptote)
مُنْصِفَتَيْ (ar-infl-a construct dual feminine genitive singular triptote)
مُنْصِفِين (indefinite informal masculine plural sound-form)
الْمُنْصِفِين (definite informal masculine plural sound-form)
مُنْصِفِي (construct informal masculine plural sound-form)
مُنْصِفَات (feminine indefinite informal plural sound-form)
الْمُنْصِفَات (definite feminine informal plural sound-form)
مُنْصِفَات (construct feminine informal plural sound-form)
مُنْصِفُونَ (indefinite masculine nominative plural sound-form)
الْمُنْصِفُونَ (definite masculine nominative plural sound-form)
مُنْصِفُو (construct masculine nominative plural sound-form)
مُنْصِفَاتٌ (feminine indefinite nominative plural sound-form)
الْمُنْصِفَاتُ (definite feminine nominative plural sound-form)
مُنْصِفَاتُ (construct feminine nominative plural sound-form)
مُنْصِفِينَ (accusative indefinite masculine plural sound-form)
الْمُنْصِفِينَ (accusative definite masculine plural sound-form)
مُنْصِفِي (accusative construct masculine plural sound-form)
مُنْصِفَاتٍ (accusative feminine indefinite plural sound-form)
الْمُنْصِفَاتِ (accusative definite feminine plural sound-form)
مُنْصِفَاتِ (accusative construct feminine plural sound-form)
مُنْصِفِينَ (genitive indefinite masculine plural sound-form)
الْمُنْصِفِينَ (definite genitive masculine plural sound-form)
مُنْصِفِي (construct genitive masculine plural sound-form)
مُنْصِفَاتٍ (feminine genitive indefinite plural sound-form)
الْمُنْصِفَاتِ (definite feminine genitive plural sound-form)
مُنْصِفَاتِ (construct feminine genitive plural sound-form)

Derived from the active participle of أَنْصَفَ (ʔanṣafa, “to be just, to be fair”); compare نِصْف (niṣf, “half”).


pseudospherical

LL-Q1860 (eng)-Flame, not lame-pseudospherical.wav


quadrilinear

LL-Q1860 (eng)-Flame, not lame-quadrilinear.wav

(geometry) Having, or bounded by, four lines.


antiprismatic

LL-Q1860 (eng)-Flame, not lame-antiprismatic.wav