terävä

fi-adj

terävä (comparative terävämpi, superlative terävin)

terävämpi (comparative)
terävin (superlative)
terävä (nominative singular)
terävät (nominative plural)
terävä (accusative nominative singular)
terävät (accusative nominative plural)
terävän (accusative genitive singular)
terävät (accusative genitive plural)
terävän (genitive singular)
terävien (genitive plural)
teräväin (genitive plural rare)
terävää (partitive singular)
teräviä (partitive plural)
terävässä (inessive singular)
terävissä (inessive plural)
terävästä (elative singular)
terävistä (elative plural)
terävään (illative singular)
teräviin (illative plural)
terävällä (adessive singular)
terävillä (adessive plural)
terävältä (ablative singular)
teräviltä (ablative plural)
terävälle (allative singular)
teräville (allative plural)
terävänä (essive singular)
terävinä (essive plural)
teräväksi (singular translative)
teräviksi (plural translative)
terävättä (abessive singular)
terävittä (abessive plural)
terävin (instructive plural)
terävine (comitative plural)
teräväni (nominative singular)
teräväni (nominative plural)
teräväni (accusative nominative singular)
teräväni (accusative nominative plural)
teräväni (accusative genitive singular)
teräväni (accusative genitive plural)
teräväni (genitive singular)
terävieni (genitive plural)
teräväini (genitive plural rare)
terävääni (partitive singular)
teräviäni (partitive plural)
terävässäni (inessive singular)
terävissäni (inessive plural)
terävästäni (elative singular)
terävistäni (elative plural)
terävääni (illative singular)
teräviini (illative plural)
terävälläni (adessive singular)
terävilläni (adessive plural)
terävältäni (ablative singular)
teräviltäni (ablative plural)
terävälleni (allative singular)
terävilleni (allative plural)
terävänäni (essive singular)
terävinäni (essive plural)
teräväkseni (singular translative)
terävikseni (plural translative)
terävättäni (abessive singular)
terävittäni (abessive plural)
terävineni (comitative plural)
teräväsi (nominative singular)
teräväsi (nominative plural)
teräväsi (accusative nominative singular)
teräväsi (accusative nominative plural)
teräväsi (accusative genitive singular)
teräväsi (accusative genitive plural)
teräväsi (genitive singular)
teräviesi (genitive plural)
teräväisi (genitive plural rare)
terävääsi (partitive singular)
teräviäsi (partitive plural)
terävässäsi (inessive singular)
terävissäsi (inessive plural)
terävästäsi (elative singular)
terävistäsi (elative plural)
terävääsi (illative singular)
teräviisi (illative plural)
terävälläsi (adessive singular)
terävilläsi (adessive plural)
terävältäsi (ablative singular)
teräviltäsi (ablative plural)
terävällesi (allative singular)
terävillesi (allative plural)
terävänäsi (essive singular)
terävinäsi (essive plural)
teräväksesi (singular translative)
teräviksesi (plural translative)
terävättäsi (abessive singular)
terävittäsi (abessive plural)
terävinesi (comitative plural)
terävämme (nominative singular)
terävämme (nominative plural)
terävämme (accusative nominative singular)
terävämme (accusative nominative plural)
terävämme (accusative genitive singular)
terävämme (accusative genitive plural)
terävämme (genitive singular)
teräviemme (genitive plural)
teräväimme (genitive plural rare)
teräväämme (partitive singular)
teräviämme (partitive plural)
terävässämme (inessive singular)
terävissämme (inessive plural)
terävästämme (elative singular)
terävistämme (elative plural)
teräväämme (illative singular)
teräviimme (illative plural)
terävällämme (adessive singular)
terävillämme (adessive plural)
terävältämme (ablative singular)
teräviltämme (ablative plural)
terävällemme (allative singular)
terävillemme (allative plural)
terävänämme (essive singular)
terävinämme (essive plural)
teräväksemme (singular translative)
teräviksemme (plural translative)
terävättämme (abessive singular)
terävittämme (abessive plural)
terävinemme (comitative plural)
terävänne (nominative singular)
terävänne (nominative plural)
terävänne (accusative nominative singular)
terävänne (accusative nominative plural)
terävänne (accusative genitive singular)
terävänne (accusative genitive plural)
terävänne (genitive singular)
terävienne (genitive plural)
teräväinne (genitive plural rare)
teräväänne (partitive singular)
teräviänne (partitive plural)
terävässänne (inessive singular)
terävissänne (inessive plural)
terävästänne (elative singular)
terävistänne (elative plural)
teräväänne (illative singular)
teräviinne (illative plural)
terävällänne (adessive singular)
terävillänne (adessive plural)
terävältänne (ablative singular)
teräviltänne (ablative plural)
terävällenne (allative singular)
terävillenne (allative plural)
terävänänne (essive singular)
terävinänne (essive plural)
teräväksenne (singular translative)
teräviksenne (plural translative)
terävättänne (abessive singular)
terävittänne (abessive plural)
terävinenne (comitative plural)
terävänsä (nominative singular)
terävänsä (nominative plural)
terävänsä (accusative nominative singular)
terävänsä (accusative nominative plural)
terävänsä (accusative genitive singular)
terävänsä (accusative genitive plural)
terävänsä (genitive singular)
teräviensä (genitive plural)
teräväinsä (genitive plural rare)
teräväänsä (partitive singular)
teräviään (partitive plural)
teräviänsä (partitive plural)
terävässään (inessive singular)
terävässänsä (inessive singular)
terävissään (inessive plural)
terävissänsä (inessive plural)
terävästään (elative singular)
terävästänsä (elative singular)
terävistään (elative plural)
terävistänsä (elative plural)
teräväänsä (illative singular)
teräviinsä (illative plural)
terävällään (adessive singular)
terävällänsä (adessive singular)
terävillään (adessive plural)
terävillänsä (adessive plural)
terävältään (ablative singular)
terävältänsä (ablative singular)
teräviltään (ablative plural)
teräviltänsä (ablative plural)
terävälleen (allative singular)
terävällensä (allative singular)
terävilleen (allative plural)
terävillensä (allative plural)
terävänään (essive singular)
terävänänsä (essive singular)
terävinään (essive plural)
terävinänsä (essive plural)
teräväkseen (singular translative)
teräväksensä (singular translative)
terävikseen (plural translative)
teräviksensä (plural translative)
terävättään (abessive singular)
terävättänsä (abessive singular)
terävittään (abessive plural)
terävittänsä (abessive plural)
terävineen (comitative plural)
terävinensä (comitative plural)

From Proto-Finnic *teräbä. Equivalent to terä (“blade, edge”) + -vä (adjective-forming suffix).

suffix

(geometry) acute (of an angle, less than 90 degrees)


terävä

terävämp (comparative)
terävä (nominative singular)
terävät (nominative plural)
terävän (genitive singular)
teräviin (genitive plural)
terävää (partitive singular)
teräviä (partitive plural)
terävää (illative singular)
terävii (illative plural)
terävääs (inessive singular)
teräviis (inessive plural)
teräväst (elative singular)
terävist (elative plural)
terävälle (allative singular)
teräville (allative plural)
terävääl (adessive singular)
teräviil (adessive plural)
terävält (ablative singular)
terävilt (ablative plural)
teräväks (singular translative)
teräviks (plural translative)
terävännä (essive singular)
terävään (essive singular)
terävinnä (essive plural)
teräviin (essive plural)
terävänt (exessive singular)
terävint (exessive plural)

[ˈte̞rˑæːʋæ]

From Proto-Finnic *teräbä. Cognates include Finnish terävä and Estonian terav.

Laaties oikian nurkan vitsoist, painamma kokkoopäis hänen poolet: tulloo terävä nurkka (cert. 3, III).

1937, N. S. Popova, translated by Mihailov and D. I. Efimov, Arifmetiikan oppikirja alkușkouluja vart (kolmas osa), Leningrad: Ucebno-Pedagogiceskoi Izdateljstva, page 10:

When forming a right angle from branches, we bend its sides together: an acute angle appears.


anharmonic

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

(geometry) Describing the section of a line by four points, A, B, C, D, when their mutual distances are such that AB divided by CB is not equal to AD divided by CD.


cupola

Borrowed from Italian cupola, from Latin cūpula (“little tub”); from Latin cūpa, cuppa (“cup”); named for its resemblance to a cup turned over.

(geometry) A solid formed by joining two polygons, one (the base) with twice as many edges as the other, by an alternating band of isosceles triangles and rectangles.


droit

Inherited from Old French droit (spelled dreit in Early Old French, such as the Oaths of Strasbourg), inherited from Late Latin drictus, syncopated form of Latin dīrēctus. Doublet of direct. In Middle French, it was for a time spelled droict to reflect the original Latin etymology.

Un angle de trois droits.


droit

fr-adj

droit (feminine droite, masculine plural droits, feminine plural droites)

droite (feminine)
droits (masculine plural)
droites (feminine plural)


coincidence

en-noun

coincidence (countable and uncountable, plural coincidences)

coincidences (plural)
coïncidence (alternative dated rare)
coincidency (alternative dated)
quincidence (alternative pronunciation-spelling)

From French coïncidence. By surface analysis, coincide + -ence.

(geometry) A fixed point of a correspondence; a point of a variety corresponding to itself under a correspondence.


rotunda

rotundas (plural)
rotundae (plural)
Rotunda (alternative)

Learned borrowing from Latin rotunda, from rotundus (“round”). In the architectural sense, from Sancta Maria Rotunda (the name for a church in the Pantheon).

(geometry) A form of cupola that has pentagons rather than squares or rectangles.


quadrangle

/ˈkwɒdˌɹæŋ.ɡəl/

From Old French quadrangle, from Late Latin quadrangulum.

(geometry) A geometric shape with four angles and four straight sides; a four-sided polygon.


quadrangle

Inherited from Old French quadrangle, from Late Latin quadrangulum.


reflex

en-adj

reflex (comparative more reflex, superlative most reflex)

more reflex (comparative)
most reflex (superlative)

From Late Latin reflexus, past participle of reflectere (“to bend back”), equivalent to re- + flex. Photography sense is from noun sense meaning “reflection”. Compare English reflect.

A polygon is said to be convex when no one of its angles is reflex.

1878, James Maurice Wilson, Elementary Geometry, MacMillan, page 10:

An angle less than a right angle is said to be acute; one greater than a right angle but less than a straight angle is said to be obtuse; one greater than a straight angle but less than a perigon is said to be reflex or convex.

1895, David Eugen Smith, Wooster Woodruff Bernan, New Plane and Solid Geometry, page 7:

If the reflex region is the interior of the angle, the dihedral angle is reflex.

1958, Howard Fehr, “On Teaching Dihedral Angle and Steradian” in The Mathematics Teacher, v 51, National Council of Teachers of Mathematics, page 275

A reflex edge of a polyhedron is an edge where the inner dihedral angle subtended by two incident faces is greater than 180°.

1991, B. Falcidieno et al., “Configurable Representations in Feature-based Modelling”, in Eurographics '91: Proceedings, North-Holland, page 145:

We say that an angle is convex if it is not reflex.

2001, Esther M. Arkin et al., “On the Reflexivity of Point Sets”, in Algorithms and data structures: 7th International Workshop, WADS 2001: Proceedings, Springer, page 195:

P denotes a polygon and r the number of reflex vertices.

2004, Ana Paula Tomás and António Leslie Bajuelos, “Quadratic-Time Linear-Space Algorithms Generating Orthogonal Polygons with a Given Number of Vertices”, in Computational Science and Its Applications – ICCSA 2004 Proceedings, part 3, Springer, page 117

(geometry, of an angle) Having greater than 180 degrees but less than 360 degrees.


kare

head

kare (definite accusative kareyi, plural kareler)

kareyi (accusative definite)
kareler (plural)
kare (nominative singular)
kareler (nominative plural)
kareyi (accusative definite singular)
kareleri (accusative definite plural)
kareye (dative singular)
karelere (dative plural)
karede (locative singular)
karelerde (locative plural)
kareden (ablative singular)
karelerden (ablative plural)
karenin (genitive singular)
karelerin (genitive plural)

From Ottoman Turkish قاره (kare), from French carré.


trapezohedron

en-noun

trapezohedron (plural trapezohedra or trapezohedrons)

trapezohedra (plural)
trapezohedrons (plural)

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

From trapezium + -hedron, with trapezium used in the US sense of a convex irregular quadrilateral.

The general form is called the tetragonal trapezohedron. In this case also there are both left- (Fig. 97) and right-handed (Fig. 98) forms.

1969, Carl W. Correns, translated by William D. Johns, Introduction to Mineralogy: Crystallography and Petrology, 2nd edition, page 40:

This trapezohedron, or antidiamond, is composed of ten quadrilaterals. In each quadrilateral, three of the angles are 108° and one is 36°.

2002, John Montroll, A Plethora of Polyhedra in Origami, page 105:

(geometry, crystallography) Any of a class of polyhedra that have kite-shaped faces and are dual polyhedra of antiprisms.

trapezopluredro

any of several forms of crystal with trapezia as faces


t, t′, t″, t‴, t⁗, …

A, A′, A″, A‴, A⁗, …

(geometry) Used to distinguish two or more points, lines, etc. with the same name


直線

/ʈ͡ʂʐ̩³⁵ ɕi̯ɛn⁵¹/

/t͡sʰət̚⁵ ɕiɛn⁵³/

/tiʔ⁴ ɬyɒ⁴²/

/tiʔ⁴ ɬỹã⁴²/

/tit̚⁴⁻³² suã²¹/

/tit̚²⁴⁻² suã⁴¹/

/tit̚¹²¹⁻²¹ suã²¹/

/tit̚⁴⁻³² suã¹¹/

/tit̚⁴⁻³² suã²¹/

/tik̚⁴⁻² sũã²¹³/

/ʈ͡ʂʐ̩³⁵ ɕi̯ɛn⁵¹/

/t͡sʰət̚⁵ ɕiɛn⁵³/

/tiʔ⁴ ɬyɒ⁴²/

/tiʔ⁴ ɬỹã⁴²/

/tit̚⁴⁻³² suã²¹/

/tit̚²⁴⁻² suã⁴¹/

/tit̚¹²¹⁻²¹ suã²¹/

/tit̚⁴⁻³² suã¹¹/

/tit̚⁴⁻³² suã²¹/

/tik̚⁴⁻² sũã²¹³/

(countable, geometry) straight line (Classifier: 條／条 m)


hörn

hörn (indefinite nominative singular)
hörns (genitive indefinite singular)
hörnet (definite nominative singular)
hörnets (definite genitive singular)
hörn (indefinite nominative plural)
hörns (genitive indefinite plural)
hörnen (definite nominative plural)
hörnens (definite genitive plural)

From Old Norse hyrna, from Proto-Germanic *hurnijǭ.


área

Learned borrowing from Latin ārea. Doublet of eira (“threshing floor”), which was inherited.

Calcule a área do triângulo.

(geometry) area (measure of two-dimensional extent)


figura

la-noun

figūra f (genitive figūrae); first declension

figūra (canonical feminine)
figūrae (genitive)
figūra (nominative singular)
figūrae (nominative plural)
figūrae (genitive singular)
figūrārum (genitive plural)
figūrae (dative singular)
figūrīs (dative plural)
figūram (accusative singular)
figūrās (accusative plural)
figūrā (ablative singular)
figūrīs (ablative plural)
figūra (singular vocative)
figūrae (plural vocative)

Aromanian: figiurâ, figurâ

Asturian: figura, fegura

Bulgarian: фигура (figura)

Catalan: figura

Corsican: figura

Czech: figura

Dutch: figuur

Emilian: figûra

English: figure

Franco-Provençal: figura

French: figure

Friulian: figure

Galician: figura

Georgian: ფიგურა (pigura)

German: Figur

Guinea-Bissau Creole: figura

Irish: fíor

Istriot: figoûra

Italian: figura

Ladino: fegura

Ladin: figura

Leonese: figura

Ligurian: figua

Lombard: figura

Maltese: figura

Mirandese: figura

Neapolitan: figura, fiura

Old Galician-Portuguese: figura

Papiamentu: figura

Piedmontese: figura

Principense: fêgwa

Polish: figura

Portuguese: figura

Romagnol: figura

Romanian: figură

Romansch: figüra

Russian: фигура (figura)

Shona: figura, fregura, frigura, friura

Sãotomense: fegula

Serbo-Croatian: figúra / фигу́ра

Sicilian: figura

Spanish: figura

Swedish: figur

Tetum: figura

Venetan: figura

Walloon: figueûr

From fingō, perhaps through *-ūra a rebracketed variant of -tūra; if so, doublet of fictūra. Ultimately from Proto-Indo-European *dʰeyǵʰ- ("to form, to shape").


куб

kub (romanization)
куб (indefinite singular)
ку́бове (indefinite plural)
ку́бът (definite singular subjective)
ку́бовете (definite plural subjective)
ку́ба (definite objective singular)
ку́бовете (definite objective plural)
ку́ба (count-form plural)

Borrowed from Russian куб (kub), from Latin cubus, and ultimately Ancient Greek κύβος (kúbos, “die, cube”).


куб

kub (romanization)
куб (nominative singular)
кубтар (nominative plural)
кубтың (genitive singular)
кубтардың (genitive plural)
кубқа (dative singular)
кубтарға (dative plural)
кубты (accusative singular)
кубтарды (accusative plural)
кубта (locative singular)
кубтарда (locative plural)
кубтан (ablative singular)
кубтардан (ablative plural)
кубпен (instrumental singular)
кубтармен (instrumental plural)

Borrowed from Russian куб (kub), from German Kubus, from Latin cubus, from Ancient Greek κύβος (kúbos, “die, cube”).

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


куб

ru-noun+

куб • (kub) m inan (genitive ку́ба, nominative plural кубы́ or ку́бы, genitive plural кубо́в or ку́бов, relational adjective куби́ческий)

kub (romanization)
ку́ба (genitive)
кубы́ (nominative plural)
ку́бы (nominative plural)
кубо́в (genitive plural)
ку́бов (genitive plural)
куби́ческий (adjective relational)
ку́б (nominative singular)
кубы́ (nominative plural)
ку́бы (nominative plural)
ку́ба (genitive singular)
кубо́в (genitive plural)
ку́бов (genitive plural)
ку́бу (dative singular)
куба́м (dative plural)
ку́бам (dative plural)
ку́б (accusative singular)
кубы́ (accusative plural)
ку́бы (accusative plural)
ку́бом (instrumental singular)
куба́ми (instrumental plural)
ку́бами (instrumental plural)
ку́бе (prepositional singular)
куба́х (plural prepositional)
ку́бах (plural prepositional)

→ Bulgarian: куб (kub)

→ Kazakh: куб (kub)

→ Yakut: куб (kub)

Borrowed in the early 18th century from German Kubus or directly from Latin cubus, from Ancient Greek κύβος (kúbos, “die, cube”).

(geometry) cube (shape with six square sides)


icosihemidodecahedron

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

small icosihemidodecahedron
small icosihemidodecahedron

great icosihemidodecahedron
great icosihemidodecahedron

(geometry) Either of two polyhedra, the small icosihemidodecahedron and the great icosihemidodecahedron.


great icosihemidodecahedron

(geometry) A polyhedron having 26 faces, 30 vertices, 60 edges, six self-intersected faces, and six nonconvex faces.

大二十面半十二面体

だいにじゅうめんはんじゅうにめんたい


isosceles

Borrowed from Latin īsoscelēs, from Ancient Greek ἰσοσκελής (isoskelḗs, “equal-legged”), from ἴσος (ísos, “equal”) + σκέλος (skélos, “leg”) + -ής (-ḗs, adjective suffix).

affix

Upon each exterior side draw an Isosceles Triangle of 480 Fathoms.

1693, Abel Swall, transl., The New Method of Fortification, as Practised by Monsieur de Vavban, Engineer General of France, 2nd edition, "A New Treatise of Fortification", page 96:

A right double pyramid is isosceles when the extremities of the vertex-edge are at the same distance from the plane of the base.

1914, Henry Parker Manning, Geometry of Four Dimensions, page 204:

To prepare for the application of his method, Saccheri made use of a figure with which we are already acquainted. This is the isosceles quadrilateral with the two base angles right angles.

1945, Harold E. Wolfe, Introduction to Non-Euclidean Geometry, page 31:

The polygon advantageously is an isosceles trapezoid or rectangle with the pivotal connections between the deck or superstructure and four hulls respectively at its corners.

1965 April 8, Newton B. Dismukes, “Multihull vessels (Patent US3316873A)”, in Google Patents:

The flowers were stuck inside a flower pot that was shaped like an isosceles polygon with a rectangular "edge."

2019 January 23, Altered Book Lover, “Funky Flowers”, in Blogspot:

(geometry) Having (at least) two sides of equal length, used especially of a triangle or trapezoid.

հավասարասրուն

having two sides of equal length, used especially of an isosceles triangle or trapezoid


isosceles

la-adj

īsoscelēs (genitive īsoscelis); third-declension one-termination adjective

īsoscelēs (canonical)
īsoscelis (genitive)
īsoscelēs (feminine masculine nominative singular)
īsosceles (neuter nominative singular)
īsoscelēs (neuter nominative singular)
īsoscelēs (feminine masculine nominative plural)
īsoscela (neuter nominative plural)
īsoscelia (neuter nominative plural)
īsoscelis (feminine genitive masculine neuter singular)
īsoscelum (feminine genitive masculine neuter plural)
īsoscelium (feminine genitive masculine neuter plural)
īsoscelī (dative feminine masculine neuter singular)
īsoscelibus (dative feminine masculine neuter plural)
īsoscelem (accusative feminine masculine singular)
īsosceles (accusative neuter singular)
īsoscelēs (accusative neuter singular)
īsoscelēs (accusative feminine masculine plural)
īsoscela (accusative neuter plural)
īsoscelia (accusative neuter plural)
īsoscele (ablative feminine masculine neuter singular)
īsoscelī (ablative feminine masculine neuter singular)
īsoscelibus (ablative feminine masculine neuter plural)
īsosceles (feminine masculine neuter singular vocative)
īsoscelēs (feminine masculine neuter singular vocative)
īsoscelēs (feminine masculine plural vocative)
īsoscela (neuter plural vocative)
īsoscelia (neuter plural vocative)

Borrowed from Ancient Greek ἰσοσκελής (isoskelḗs), from ἴσος (ísos, “equal”) + σκέλος (skélos, “leg”) + -ής (-ḗs, adjective suffix).

(geometry) isosceles (having equal legs)


triangulate

en-verb

triangulate (third-person singular simple present triangulates, present participle triangulating, simple past and past participle triangulated)

triangulates (present singular third-person)
triangulating (participle present)
triangulated (participle past)
triangulated (past)

/tɹaɪˈæŋɡjəleɪt/

(geometry, computer graphics) To divide into triangles.


triangulation

en-noun

triangulation (countable and uncountable, plural triangulations)

/tɹʌɪaŋɡjʊˈleɪʃn̩/

/ˌtɹaɪˌæŋɡjəˈleɪʃən/

From Medieval Latin triangulātiōnem (“triangulation”), from triangulāre (“to triangulate”) + -tiōnem (suffix forming nouns relating to some actions or the results of actions). Triangulāre is derived from triangulāris (“triangular”), from triangulus (“triangular; triangle”), from trēs (“three”) + angulus (“angle; corner”). The English word is analysable as triangulate + -ion, and is cognate with French triangulation.

refn

An engraving from a 16th-century treatise by Levinus Hulsius (1546–1606).

der

Regular triangulations are a class in-between lifting and lexicographic triangulations. Their main draw-back in the context of this paper is that regularity depends on the specific realization and not only on the oriented matroid.

2002 March, Francisco Santos, “Triangulations of Oriented Matroids”, in Memoirs of the American Mathematical Society, volume 156, number 741, Providence, R.I.: American Mathematical Society, →ISSN, →OCLC, chapter 5 (Lifting Triangulations), page 59:

A triangulation of a point configuration #92;mathbf#123;A#125;#92;in#92;mathbb#123;R#125;ᵈ is a collection of d-simplices all of whose vertices are points in #92;mathbf#123;A#125; that satisfies the following two properties: 1. The union of all these simplices equals conv(#92;mathbf#123;A#125;). (Union Property) 2. Any pair of these simplices intersects in a common face (possibly empty). (Intersection Property)

2010, Jésus A[ntonio] De Loera, Jörg Rambau, Francisco Santos, “Triangulations in Mathematics”, in Triangulations: Structures for Algorithms and Applications (Algorithms and Computation in Mathematics; 25), Heidelberg, Dordrecht: Springer Verlag, →DOI, →ISBN, →ISSN, definition 1.0.1, page 1:

(countable, geometry) A subdivision of a planar object into triangles, and by extension the subdivision of a higher-dimension geometric object into simplices.


hexagonal

Nuts in engineering are generally hexagonal.

If we just plopped down a dot for every observation we’d end up with an undifferentiated black blob, so the weathergami technique visualizes frequency of temperature pairs: we divide the chart area into a fine hexagonal grid, and then color each hexagon according to how many daily observations fall within it.

2023 November 9, Christopher Ingram, ““Weathergami” charts paint new portrait of Minnesota climate”, in Minnesota Reformer:

(geometry) Having six edges, or having a cross-section in the form of a hexagon.

ষড়ভুজাকৃতি

geometry: having six edges, or having a cross-section in the form of a hexagon


hexagonal

LL-Q5146 (por)-Sérgio R R Santos-hexagonal.wav


deltoid

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

From Latin deltoideus, which was in turn from Ancient Greek adjective δελτοειδής (deltoeidḗs). See also: δέλτα (délta), the fourth letter of the Greek alphabet.

(geometry) A kite (quadrilateral having two pairs of edges of equal length, the edges of each pair touching each other at one end).

(geometry) A deltoid curve (hypocycloid with three cusps).


deltoid

deltoidok (plural)
deltoid (nominative singular)
deltoidok (nominative plural)
deltoidot (accusative singular)
deltoidokat (accusative plural)
deltoidnak (dative singular)
deltoidoknak (dative plural)
deltoiddal (instrumental singular)
deltoidokkal (instrumental plural)
deltoidért (causal-final singular)
deltoidokért (causal-final plural)
deltoiddá (singular translative)
deltoidokká (plural translative)
deltoidig (singular terminative)
deltoidokig (plural terminative)
deltoidként (essive-formal singular)
deltoidokként (essive-formal plural)
deltoidban (inessive singular)
deltoidokban (inessive plural)
deltoidon (singular superessive)
deltoidokon (plural superessive)
deltoidnál (adessive singular)
deltoidoknál (adessive plural)
deltoidba (illative singular)
deltoidokba (illative plural)
deltoidra (singular sublative)
deltoidokra (plural sublative)
deltoidhoz (allative singular)
deltoidokhoz (allative plural)
deltoidból (elative singular)
deltoidokból (elative plural)
deltoidról (delative singular)
deltoidokról (delative plural)
deltoidtól (ablative singular)
deltoidoktól (ablative plural)
deltoidé (singular)
deltoidoké (plural)
deltoidéi (singular)
deltoidokéi (plural)
deltoidom (first-person possessed-single possessive singular)
deltoidjaim (first-person possessed-many possessive singular)
deltoidod (possessed-single possessive second-person singular)
deltoidjaid (possessed-many possessive second-person singular)
deltoidja (possessed-single possessive singular third-person)
deltoidjai (possessed-many possessive singular third-person)
deltoidunk (first-person plural possessed-single possessive)
deltoidjaink (first-person plural possessed-many possessive)
deltoidotok (plural possessed-single possessive second-person)
deltoidjaitok (plural possessed-many possessive second-person)
deltoidjuk (plural possessed-single possessive third-person)
deltoidjaik (plural possessed-many possessive third-person)

(geometry) kite (a quadrilateral having two pairs of edges of equal length, the edges of each pair being consecutive)


deltoid

deltoid (nominative singular)
deltoidy (nominative plural)
deltoidu (genitive singular)
deltoidów (genitive plural)
deltoidowi (dative singular)
deltoidom (dative plural)
deltoid (accusative singular)
deltoidy (accusative plural)
deltoidem (instrumental singular)
deltoidami (instrumental plural)
deltoidzie (locative singular)
deltoidach (locative plural)
deltoidzie (singular vocative)
deltoidy (plural vocative)


deltoid

head

deltoid (definite accusative deltoidi, plural deltoidler)

deltoidi (accusative definite)
deltoidler (plural)
deltoid (nominative singular)
deltoidler (nominative plural)
deltoidi (accusative definite singular)
deltoidleri (accusative definite plural)
deltoide (dative singular)
deltoidlere (dative plural)
deltoidde (locative singular)
deltoidlerde (locative plural)
deltoidden (ablative singular)
deltoidlerden (ablative plural)
deltoidin (genitive singular)
deltoidlerin (genitive plural)


eje

Inherited from Old Spanish exe, ex, ax, inherited from Latin axem, from Proto-Indo-European *h₂eḱs- (“axis”). First attested in the 13th century. Cognate with English axis.


立方

CJKV/code

Sino-Xenic (立方):
* → Japanese: 立方(りっぽう) (rippō)
* → Korean: 입방(立方) (ipbang)
* → Vietnamese: lập phương (立方)

/li⁵¹ fɑŋ⁵⁵/

/laːp̚² fɔːŋ⁵⁵/

/lɐp̚² fɔːŋ⁵⁵/

/lip̚³² fɔŋ³³/

/lip̚³² fɔŋ³³⁻³³⁵/

/lip̚⁴⁻³² hɔŋ⁴⁴/

/lip̚²⁴⁻² hɔŋ³³/

/lip̚¹²¹⁻²¹ hɔŋ⁴⁴/

/lip̚⁴⁻³² hɔŋ⁴⁴/

/lip̚⁴⁻³² hɔŋ⁴⁴/

/li⁵¹ fɑŋ⁵⁵/

/laːp̚² fɔːŋ⁵⁵/

/lɐp̚² fɔːŋ⁵⁵/

/lip̚³² fɔŋ³³/

/lip̚³² fɔŋ³³⁻³³⁵/

/lip̚⁴⁻³² hɔŋ⁴⁴/

/lip̚²⁴⁻² hɔŋ³³/

/lip̚¹²¹⁻²¹ hɔŋ⁴⁴/

/lip̚⁴⁻³² hɔŋ⁴⁴/

/lip̚⁴⁻³² hɔŋ⁴⁴/


star polygon

(geometry) A geometric figure formed by connecting, with straight lines, every vertex of a p-sided regular polygon to the qth vertex beyond it (proceeding, consistently, either clockwise or anticlockwise).


cep

sq-noun

cep m (plural cepa, definite cepi, definite plural cepat)

cepa (plural)
cepi (definite)
cepat (definite plural)
cep (indefinite nominative singular)
cepi (definite nominative singular)
cepa (indefinite nominative plural)
cepat (definite nominative plural)
cep (accusative indefinite singular)
cepin (accusative definite singular)
cepa (accusative indefinite plural)
cepat (accusative definite plural)
cepi (dative indefinite singular)
cepit (dative definite singular)
cepave (dative indefinite plural)
cepave (dative definite plural)
cepi (ablative indefinite singular)
cepit (ablative definite singular)
cepash (ablative indefinite plural)
cepave (ablative definite plural)
step (alternative)

Doublet of thep, with affricated initial consonant. More at thep.


ruled

(geometry, of a surface) Being a scroll; being such that through every point of S there is a straight line that lies on S.


quadrangular

pt-adj

quadrangular m or f (plural quadrangulares)

Borrowed from Late Latin quadrangulāris.


ユークリッド幾何学

ja-noun

^ユークリッド きかがく

ユークリッド幾(き)何(か)学(がく) • (Yūkuriddo kikagaku)

ユークリッド幾何学 (canonical)
Yūkuriddo kikagaku (romanization)

[jɯ̟ːkɯ̟ɾʲid̚d̥o̞ kʲika̠ɡa̠kɯ̟]

From ユークリッド (yūkuriddo, “Euclid”) + 幾(き)何(か)学(がく) (kikagaku, “geometry”).

ja-compound

(geometry, mathematics) Euclidean geometry

ja:ユークリッド幾何学


三角

/sän⁵⁵ t͡ɕi̯ɑʊ̯²¹⁴⁻²¹⁽⁴⁾/

/sän⁵⁵ t͡ɕi̯aʊ̯ɻʷ²¹⁴⁻²¹⁽⁴⁾/

/saːm⁵⁵ kɔːk̚³/

/sã⁴⁴⁻²² kak̚³²/

/sã⁴⁴⁻²² kak̚³²/

/sã⁴⁴⁻³³ kak̚³²/

/sã⁴⁴⁻³³ kak̚³²/

/sã³³⁻²³ kak̚²/

/sän⁵⁵ t͡ɕi̯ɑʊ̯²¹⁴⁻²¹⁽⁴⁾/

/sän⁵⁵ t͡ɕi̯aʊ̯ɻʷ²¹⁴⁻²¹⁽⁴⁾/

/saːm⁵⁵ kɔːk̚³/

/sã⁴⁴⁻²² kak̚³²/

/sã⁴⁴⁻²² kak̚³²/

/sã⁴⁴⁻³³ kak̚³²/

/sã⁴⁴⁻³³ kak̚³²/

/sã³³⁻²³ kak̚²/


三角

[sã̠ŋka̠kɯ̟]

三(さん) (san, “three”) + 角(かく) (kaku, “angle”)

三角関係

三角関係 さんかくかんけい

三角定規

三角定規 さんかくじょうぎ

三角測量

三角測量 さんかくそくりょう

三角闘争

三角闘争 さんかくとうそう

三角貿易

三角貿易 さんかくぼうえき


hyperbolic

hyperbolical (alternative)
hyperbolick (alternative)

hyperbolic partial differential equation

A hyperbolic isometry f has two (distinct) fixed points on ∂ℋ.

2001, A. F. Beardon, "The Geometry of Riemann Surfaces", in, E. Bujalance, A. F. Costa, and E. Martínez, editors, Topics on Riemann Surfaces and Fuchsian Groups, Cambridge, page 6 http://books.google.com/books?id=RjbQdcP7DgwC&pg=PA6&dq=hyperbolic

(geometry, topology, of an automorphism) Whose domain has two (possibly ideal) fixed points joined by a line mapped to itself by translation.


kubo

eo-head

kubo (accusative singular kubon, plural kuboj, accusative plural kubojn)

kubon (accusative singular)
kuboj (plural)
kubojn (accusative plural)

→ Ido: kubo

Borrowed from Latin cubus, French cube, Italian cubo, English cube, Russian куб (kub) and German Kubus. Ultimately from Ancient Greek κύβος (kúbos).


頂点

[t͡ɕo̞ːtẽ̞ɴ]


macrodiagonal

(archaic, geometry) The longer of two diagonals, as of a rhombic prism.


cirkel

cirkel (indefinite nominative singular)
cirkels (genitive indefinite singular)
cirkeln (definite nominative singular)
cirkelns (definite genitive singular)
cirklar (indefinite nominative plural)
cirklars (genitive indefinite plural)
cirklarna (definite nominative plural)
cirklarnas (definite genitive plural)

From Old Swedish cirkil, from Latin circulus.


ster

nl-noun

ster f (plural sterren, diminutive sterretje n)

sterren (plural)
sterretje (diminutive neuter)

Afrikaans: ster

Negerhollands: ster

→ Indonesian: seter

From Middle Dutch sterre, sterne, from Old Dutch sterro, sterno, from Proto-West Germanic *sternō, from Proto-Germanic *sternô, *sternǭ, from Proto-Indo-European *h₂stḗr.

(geometry) a concave polygon with regular, pointy protrusions and indentations, generally with five or six points


verf

The regular polyhedra include the five Platonic solids and the four Kepler-Poinsot solids. Their faces are all regular and congruent as well as their vertices and edges. Their verfs are regular also.

2012, Jonathan Bowers, Uniform Polyhedra and Other Three Dimensional Shapes:


perversion

en-noun

perversion (countable and uncountable, plural perversions)

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

From Latin perversio, from pervertere (“corrupt”).


vierkant

head

vierkant (plural vierkante, diminutive vierkantjie)

vierkante (plural)
vierkantjie (diminutive)


collinear

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

(geometry, of three or more points) Lying on the same straight line.


truncate

en-verb

truncate (third-person singular simple present truncates, present participle truncating, simple past and past participle truncated)

truncates (present singular third-person)
truncating (participle present)
truncated (participle past)
truncated (past)

/ˈtɹʌŋˌkeɪt/

From Latin truncātus, perfect passive participle of truncō (“maim, reduce to a trunk”); see trunk as a verb.

بَتَرَ

shorten something as if by cutting off part of it

(geometry) To replace a corner by a plane (or to make a similar change to a crystal).


gree

From Middle English gre, from Old French gré, from Latin gradum (“step”). Compare degree. Doublet of grade.


παραβολή

grc-noun

παραβολή • (parabolḗ) f (genitive παραβολῆς); first declension

parabolḗ (romanization)
παραβολῆς (genitive)
ἡ πᾰρᾰβολή (nominative singular)
πᾰρᾰβολᾱ́ (dual nominative)
αἱ πᾰρᾰβολαί (nominative plural)
τῆς πᾰρᾰβολῆς (genitive singular)
πᾰρᾰβολαῖν (dual genitive)
πᾰρᾰβολῶν (genitive plural)
τῇ πᾰρᾰβολῇ (dative singular)
πᾰρᾰβολαῖν (dative dual)
ταῖς πᾰρᾰβολαῖς (dative plural)
τὴν πᾰρᾰβολήν (accusative singular)
πᾰρᾰβολᾱ́ (accusative dual)
τᾱ̀ς πᾰρᾰβολᾱ́ς (accusative plural)
πᾰρᾰβολή (singular vocative)
πᾰρᾰβολᾱ́ (dual vocative)
πᾰρᾰβολαί (plural vocative)

Albanian: parabolë

Bulgarian: парабола (parabola)

Czech: parabola

Danish: parabel, parabol

Dutch: parabool

English: parabola, parabole

German: Parabel

Greek: παραβολή (paravolí)

Hindi: परवलय (paravlay)

Hungarian: parabola

→ Latin: parabola (see there for further descendants)

Polish: parabola

Russian: пара́бола f (parábola)

Serbo-Croatian: paràbola

Serbo-Croatian: пара̀бола

Swedish: parabel

Turkish: parabol

Ukrainian: парабола (parabola)

From παραβάλλω (parabállō, “to set side by side”) + -η (-ē).


παραβολή

head

παραβολή • (paravolí) f (plural παραβολές)

paravolí (romanization)
παραβολές (plural)
παραβολή (nominative singular)
παραβολές (nominative plural)
παραβολής (genitive singular)
παραβολών (genitive plural)
παραβολή (accusative singular)
παραβολές (accusative plural)
παραβολή (singular vocative)
παραβολές (plural vocative)

Inherited from Ancient Greek παραβολή (parabolḗ).


фигура

figura (romanization)
фигура (nominative singular)
фигуралар (nominative plural)
фигураның (genitive singular)
фигуралардың (genitive plural)
фигураға (dative singular)
фигураларға (dative plural)
фигураны (accusative singular)
фигураларды (accusative plural)
фигурада (locative singular)
фигураларда (locative plural)
фигурадан (ablative singular)
фигуралардан (ablative plural)
фигурамен (instrumental singular)
фигуралармен (instrumental plural)

Borrowed from Russian фигу́ра (figúra), from Latin figūra.

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


affine geometry

en-noun

affine geometry (countable and uncountable, plural affine geometries)

As an alternative to the axiomatic approach, affine geometry can be studied via the properties of affine transformations, which do not, in general, preserve distances or angles, but do preserve alignment of points and parallelism of lines.

The notion of parallelism remains central to affine geometry, in which the parallel postulate is replaced by Playfair's axiom, a version of the postulate that relies on neither distance nor angle size.

1940 [McGraw-Hill], E. T. Bell, The Development of Mathematics, 2017 [1992], Dover, page 265,
To include affine geometry, Menger (1935) imposed on lattices a reasonable axiom of parallelism.

1953 [Addison-Wesley], Dirk J. Struik, Lectures on Analytic and Projective Geometry, 2014, Dover, page 108,
And affine geometry itself can be considered as the geometry of all projective transformations which leave a line invariant.

Affine geometry is the geometry of an n-dimensional vector space together with its inhomogeneous linear structure.[…]Arbitrary affine linear maps take affine linear subspaces into one another, and also preserve collinearity of points, parallels and ratios of distances along parallel lines; all these are thus well defined notions of affine geometry.

2005, Miles Reid, Balazs Szendroi, Geometry and Topology, Cambridge University Press, page 62:

(geometry, uncountable) The branch of geometry dealing with what can be deduced in Euclidean geometry when the notions of line length and angle size are ignored.


affine transformation

affine transformation (plural affine transformations)

An affine transformation does not in general preserve angles between lines or distances between points, but it does preserve ratios of distances between points lying on a straight line.

Given an affine space X, every affine transformation on X can be represented as the composition of a linear transformation on X and a translation of X.

Examples of affine transformations include translation, scaling, homothety, similarity, reflection, rotation, shear and compositions of them in any combination and sequence.

Just as for plane transformations, we may show that the set of all affine transformations of space form a group.
Under an affine transformation of space, the image of a line is a line, and the image of a plane is a plane.

1965, P. S. Modenov, A. S. Parkhomenko, translated by Michael B. P. Slater, Geometric Transformations, Volume 1: Euclidean and Affine Transformations, Academic Press, page 145:

Theorem 15.2 A transformation such that the images of every three collinear points are themselves collinear is an affine transformation.
Are the affine transformations the same as those transformations for which the images of any three noncollinear points are themselves noncollinear? We shall see the answer is "Yes."

1982, George E. Martin, Transformation Geometry, Springer, page 169:

2004, Solomon Khmelnik, Computer Arithmetic of Geometrical Figures: Algorithms and Hardware Design, Mathematics in Computer Comp., page 8,
Most striking and well-known examples of affine transformation applications are computer tomography (see for instance [1]) and information compression for telecommunication systems (see [2]).
This book describes affine transformations (displacements, turns, scaling, shifts) of n-dimensional figures, where n=1,2,3,4.

(geometry, linear algebra) A geometric transformation that preserves lines and parallelism, but in general not lengths or angles; (more formally) an automorphism of an affine space: a mapping of an affine space onto itself that preserves both the dimension of any affine subspace and the ratio of the lengths of any pair of parallel line segments.

affine homomorphism

mappings from one space to a (generally) different one


truncation

truncation (countable and uncountable, plural truncations)

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

From Late Latin truncātiō, from Latin truncāre, past participle truncātus (“to cut off”). By surface analysis, truncate + -ion.

(geometry) The replacement of a solid angle by a plane, or a similar operation in other dimensions.


tet

(geometry, engineering) A tetrahedron; a tetrahedral finite element.


inscribe

en-verb

inscribe (third-person singular simple present inscribes, present participle inscribing, simple past and past participle inscribed)

inscribes (present singular third-person)
inscribing (participle present)
inscribed (participle past)
inscribed (past)

Borrowed from Latin īnscrībō, from in- (“upon”) and scrībō (“to write”).

(geometry) To draw a circle, sphere, etc. inside a polygon, polyhedron, etc. and tangent to all its sides.


toric

en-adj

toric (comparative more toric, superlative most toric)

more toric (comparative)
most toric (superlative)

Pertaining to or shaped like a torus, or a section of a torus; toroidal.

(geometry and algebra) Which, in any of several technical senses, admits a high degree of symmetry, allowing combinatorial methods to be used in its study.

(algebraic geometry, of a variety) Containing an algebraic torus as a dense subset, such that the group action of the torus on itself extends to the whole space; or, the embedding map taking the torus into the space. See Toric variety on Wikipedia.Wikipedia

(geometry, of a manifold, generalizing the case of toric varieties) (Narrowly) A compact smooth toric variety. (Broadly) Quasitoric: a closed, real, even-dimensional smooth manifold equipped with an effective, smooth action by an algebraic torus whose orbits are simple complex polytopes and such that the action is locally the same as a faithful real representation of the group.

(algebraic geometry, of a stack) Any of several generalizations of the notion of toric varieties to stacks: the stack quotient of a toric variety by its torus; the stack quotient of a toric variety by a subgroup of its torus.

(commutative algebra, of an ideal) Generated by differences of monomials.


achar

achair (genitive singular)
achar (indefinite nominative singular)
a achair (indefinite singular vocative)
achair (genitive indefinite singular)
achar (dative indefinite singular)
an t-achar (definite nominative singular)
an achair (definite genitive singular)
leis an achar (dative definite singular)
don achar (dative definite singular)
achar
n-achar
hachar
t-achar

From Old Irish ochair (“edge”), from Proto-Celtic *okris, from Proto-Indo-European *h₂óḱris (compare Latin ocris (“rugged mountain”), Ancient Greek ὄκρις (ókris, “sharp edge”)), from *h₂eḱ- (“sharp”).


eccentricity

en-noun

eccentricity (countable and uncountable, plural eccentricities)

excentricitat

a ratio between distances in a conic section

For an ellipse, the eccentricity is the ratio of the distance from the center to a focus divided by the length of the semi-major axis.

(geometry) The ratio, constant for any particular conic section, of the distance of a point from the focus to its distance from the directrix.


radial

en-adj

radial (comparative more radial, superlative most radial)

more radial (comparative)
most radial (superlative)

From Medieval Latin radiālis (“radial”), from Latin radius.

What is the relationship between arc length and radial length?

(geometry) Of, or relating to a radius (line joining to a geometric centre).

radial velocity


superellipse

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

(algebra, geometry) a geometric shape constituting a transition between a rectangle and a circle; a closed curve, of which the circle and ellipse are special cases, whose parametric equation is x = a.cos^(2/r)t, y = b.cos^(2/r)t


superellipse

superellipse m (definite singular superellipsen, indefinite plural superellipser, definite plural superellipsene)

superellipsen (definite singular)
superellipser (indefinite plural)
superellipsene (definite plural)


superellipse

superellipse m (definite singular superellipsen, indefinite plural superellipsar, definite plural superellipsane)

superellipsen (definite singular)
superellipsar (indefinite plural)
superellipsane (definite plural)


superellipsoid

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

(algebra, geometry) A closed surface, of which the sphere and ellipsoid are special cases, whose parametric equation is x = a.cos^(2/r)t, y = b.cos^(2/r)t, z = c.cos^(2/r)t.


t, t′, t″, t‴, t⁗, …

A, A′, A″, A‴, A⁗, …

(geometry) used to distinguish two or more points, lines, etc. with the same name


radical center

(geometry) A point at which the radical lines of three circles meet.


facultative

facultative (comparative more facultative, superlative most facultative)

more facultative (comparative)
most facultative (superlative)

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

From French facultatif. By surface analysis, faculty + -ative.

For then it is seen, as before, that it is the points outside the two sheets which are facultative, and not the points between the surface and the touching plane.

1866, George Salmon, Lessons Introductory to the Modern Higher Algebra, Dublin: Hodges, Smith, and Co., page 197:

(geometry, of a point) At which a given function is positive.


gon

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

(geometry, trigonometry) One hundredth of a right angle; a gradian.


agonic

International Geomagnetic Reference Field

From Ancient Greek ᾰ̓- (ă-, the alpha privativum, a prefix forming words having a sense opposite to the word or stem to which it is attached) + γωνία (gōnía, “angle”) + -ic.


quadrature of the circle

(geometry) The problem, proposed by ancient Greek geometers, of using a finite ruler-and-compass construction to make a square with the same area as a given circle.


involute

involutes (plural)
involuted (alternative)

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

(geometry) A curve that cuts all tangents of another curve at right angles; traced by a point on a string that unwinds from a curved object.

involuutta

a curve that cuts all tangents of another curve at right angles; traced by a point on a string that unwinds from a curved object


צלע

he-noun

צֵלָע • (tselá) f (plural indefinite צְלָעוֹת or צְלָעִים, singular construct צֶלַע־ or צֵלַע־, plural construct צַלְעוֹת־ or צַלְעֵי־) [pattern: קֵטָל]

צֵלָע (canonical)
tselá (romanization)
צְלָעוֹת (indefinite plural)
צְלָעִים (indefinite plural)
צֶלַע־ (construct singular)
צֵלַע־ (construct singular)
צַלְעוֹת־ (construct plural)
צַלְעֵי־ (construct plural)

Compare Arabic ضِلْع (ḍilʕ) and Aramaic עִלְעָא.

cog

Aramaic עִלְעָא


evenwijdig

nl-adj

evenwijdig (comparative evenwijdiger, superlative evenwijdigst)

evenwijdiger (comparative)
evenwijdigst (superlative)
evenwijdig (adverbial positive predicative)
evenwijdiger (adverbial comparative predicative)
het evenwijdigst (adverbial predicative superlative)
het evenwijdigste (adverbial predicative superlative)
evenwijdige (feminine indefinite masculine positive singular)
evenwijdigere (comparative feminine indefinite masculine singular)
evenwijdigste (feminine indefinite masculine singular superlative)
evenwijdig (indefinite neuter positive singular)
evenwijdiger (comparative indefinite neuter singular)
evenwijdigste (indefinite neuter singular superlative)
evenwijdige (indefinite plural positive)
evenwijdigere (comparative indefinite plural)
evenwijdigste (indefinite plural superlative)
evenwijdige (definite positive)
evenwijdigere (comparative definite)
evenwijdigste (definite superlative)
evenwijdigs (partitive positive)
evenwijdigers (comparative partitive)

From even (“even”) + wijd (“wide”) + -ig (“-y”).


jana

jana (nominative singular)
janat (nominative plural)
jana (accusative nominative singular)
janat (accusative nominative plural)
janan (accusative genitive singular)
janat (accusative genitive plural)
janan (genitive singular)
janojen (genitive plural)
janain (genitive plural rare)
janaa (partitive singular)
janoja (partitive plural)
janassa (inessive singular)
janoissa (inessive plural)
janasta (elative singular)
janoista (elative plural)
janaan (illative singular)
janoihin (illative plural)
janalla (adessive singular)
janoilla (adessive plural)
janalta (ablative singular)
janoilta (ablative plural)
janalle (allative singular)
janoille (allative plural)
janana (essive singular)
janoina (essive plural)
janaksi (singular translative)
janoiksi (plural translative)
janatta (abessive singular)
janoitta (abessive plural)
janoin (instructive plural)
See the possessive forms below. (comitative)
janani (nominative singular)
janani (nominative plural)
janani (accusative nominative singular)
janani (accusative nominative plural)
janani (accusative genitive singular)
janani (accusative genitive plural)
janani (genitive singular)
janojeni (genitive plural)
janaini (genitive plural rare)
janaani (partitive singular)
janojani (partitive plural)
janassani (inessive singular)
janoissani (inessive plural)
janastani (elative singular)
janoistani (elative plural)
janaani (illative singular)
janoihini (illative plural)
janallani (adessive singular)
janoillani (adessive plural)
janaltani (ablative singular)
janoiltani (ablative plural)
janalleni (allative singular)
janoilleni (allative plural)
jananani (essive singular)
janoinani (essive plural)
janakseni (singular translative)
janoikseni (plural translative)
janattani (abessive singular)
janoittani (abessive plural)
janoineni (comitative plural)
janasi (nominative singular)
janasi (nominative plural)
janasi (accusative nominative singular)
janasi (accusative nominative plural)
janasi (accusative genitive singular)
janasi (accusative genitive plural)
janasi (genitive singular)
janojesi (genitive plural)
janaisi (genitive plural rare)
janaasi (partitive singular)
janojasi (partitive plural)
janassasi (inessive singular)
janoissasi (inessive plural)
janastasi (elative singular)
janoistasi (elative plural)
janaasi (illative singular)
janoihisi (illative plural)
janallasi (adessive singular)
janoillasi (adessive plural)
janaltasi (ablative singular)
janoiltasi (ablative plural)
janallesi (allative singular)
janoillesi (allative plural)
jananasi (essive singular)
janoinasi (essive plural)
janaksesi (singular translative)
janoiksesi (plural translative)
janattasi (abessive singular)
janoittasi (abessive plural)
janoinesi (comitative plural)
janamme (nominative singular)
janamme (nominative plural)
janamme (accusative nominative singular)
janamme (accusative nominative plural)
janamme (accusative genitive singular)
janamme (accusative genitive plural)
janamme (genitive singular)
janojemme (genitive plural)
janaimme (genitive plural rare)
janaamme (partitive singular)
janojamme (partitive plural)
janassamme (inessive singular)
janoissamme (inessive plural)
janastamme (elative singular)
janoistamme (elative plural)
janaamme (illative singular)
janoihimme (illative plural)
janallamme (adessive singular)
janoillamme (adessive plural)
janaltamme (ablative singular)
janoiltamme (ablative plural)
janallemme (allative singular)
janoillemme (allative plural)
jananamme (essive singular)
janoinamme (essive plural)
janaksemme (singular translative)
janoiksemme (plural translative)
janattamme (abessive singular)
janoittamme (abessive plural)
janoinemme (comitative plural)
jananne (nominative singular)
jananne (nominative plural)
jananne (accusative nominative singular)
jananne (accusative nominative plural)
jananne (accusative genitive singular)
jananne (accusative genitive plural)
jananne (genitive singular)
janojenne (genitive plural)
janainne (genitive plural rare)
janaanne (partitive singular)
janojanne (partitive plural)
janassanne (inessive singular)
janoissanne (inessive plural)
janastanne (elative singular)
janoistanne (elative plural)
janaanne (illative singular)
janoihinne (illative plural)
janallanne (adessive singular)
janoillanne (adessive plural)
janaltanne (ablative singular)
janoiltanne (ablative plural)
janallenne (allative singular)
janoillenne (allative plural)
janananne (essive singular)
janoinanne (essive plural)
janaksenne (singular translative)
janoiksenne (plural translative)
janattanne (abessive singular)
janoittanne (abessive plural)
janoinenne (comitative plural)
janansa (nominative singular)
janansa (nominative plural)
janansa (accusative nominative singular)
janansa (accusative nominative plural)
janansa (accusative genitive singular)
janansa (accusative genitive plural)
janansa (genitive singular)
janojensa (genitive plural)
janainsa (genitive plural rare)
janaansa (partitive singular)
janojaan (partitive plural)
janojansa (partitive plural)
janassaan (inessive singular)
janassansa (inessive singular)
janoissaan (inessive plural)
janoissansa (inessive plural)
janastaan (elative singular)
janastansa (elative singular)
janoistaan (elative plural)
janoistansa (elative plural)
janaansa (illative singular)
janoihinsa (illative plural)
janallaan (adessive singular)
janallansa (adessive singular)
janoillaan (adessive plural)
janoillansa (adessive plural)
janaltaan (ablative singular)
janaltansa (ablative singular)
janoiltaan (ablative plural)
janoiltansa (ablative plural)
janalleen (allative singular)
janallensa (allative singular)
janoilleen (allative plural)
janoillensa (allative plural)
jananaan (essive singular)
jananansa (essive singular)
janoinaan (essive plural)
janoinansa (essive plural)
janakseen (singular translative)
janaksensa (singular translative)
janoikseen (plural translative)
janoiksensa (plural translative)
janattaan (abessive singular)
janattansa (abessive singular)
janoittaan (abessive plural)
janoittansa (abessive plural)
janoineen (comitative plural)
janoinensa (comitative plural)

In dialects meant "row, line" (e.g. of traps), from where it was adopted into the literary language. The first instance of the modern meaning in geometry is from 1860.
There are two theories for the etymology of this word. The first supposes that the word is directly related to juoni, although the exact derivation is unclear. It is quite often described as a "sound-symbolic" variant of such, mainly in light of the supposed other obscured derivatives juna, jono and others. The other theory supposes a borrowing from Proto-Norse [script needed] (*(j)ānaʀ) (from Proto-Germanic *jēnaz; compare Old High German jān).


solidity

en-noun

solidity (countable and uncountable, plural solidities)

From solid + -ity, from Middle French solidité, from Latin soliditās.

(geometry) The solid contents of a body; volume; amount of enclosed space.


equilateral

Kissinger had wanted to keep an “equilateral” distance between the US, USSR and China. Under Carter, they became de facto partners.

2025 April 12, Edward Luce, “The revenge of geopolitics”, in FT Weekend, Life & Arts, page 2:

(geometry, of a polygon) Having all the sides equal.

ewesydig

referring to a polygon all of whose sides are of equal length

(geometry, of a polyhedron) Having all the faces equal.


equiangular

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

æquiangular (alternative archaic)
equangular (alternative)

(geometry) Of a polygon, having all interior angles equal. This is not necessarily a regular polygon, since that would also be equilateral; a rectangle is equiangular but not equilateral, unless it is a square.

роўнаку́тны

geometry: having all internal angles equal


regular polygon

regular polygon (plural regular polygons)

(geometry) A polygon which is both equiangular and equilateral (i.e. having all sides the same length and all interior angles the same).


interior angle

(geometry) The inner angle between two sides of a polygon.


Cartesian plane

From the name of the French mathematician and philosopher René Descartes who is credited with developing the mathematics.

(geometry) A coordinate plane, with an applied Cartesian coordinate system.

karteesinen taso

coordinate plane with Cartesian coordinates


rhombicosidodecahedron

rhombicosidodecahedron (plural rhombicosidodecahedra or rhombicosidodecahedrons)

rhombicosidodecahedra (plural)
rhombicosidodecahedrons (plural)

/ˌɹɒmbaɪˌkəʊsidəʊˌdɛkəˈhiːdɹən/

/ˌɹɒmbaɪˌkəʊsidəʊˌdɛkəˈhiːdɹə/

PIE word
 *déḱm̥
Etymology tree
New Latin rhombicosidodecaēdronlbor.
English rhombicosidodecahedron
Learned borrowing from New Latin rhombicosidodecaēdron (coined by the German astronomer and mathematician Johannes Kepler (1571–1630) in his work Harmonices Mundi Libri V (The Harmony of the World in Five Books, 1619)), a blend of Latin rhomb(us) + īcos(aedron) + -i- + dodecaēdron. The English word is analysable as a blend of rhomb(ic) + icosidodecahedron, referring to the fact that the 30 square faces lie in the same planes as the 30 rhombic faces of the rhombic triacontahedron, which is dual to the icosidodecahedron.

coinage

Archimedean solid, one of the thirteen solids described by Archimedes, which, without being regular, have all their solid angles alike, all their faces regular, and not less than four faces of any one kind; […] They are […] the rhombicosidodecahedron, the truncated icosidodecahedron, and the snub-dodecahedron.

1889, “Archimedean, a.”, in William Dwight Whitney, editor, The Century Dictionary: An Encyclopedic Lexicon of the English Language […], volume I, New York, N.Y.: The Century Co., →OCLC, page 297, column 1:

The purpose of this article is to offer a method of approach for investigating the stellation pattern of the deltoidal hexecontahedron, the dual of the rhombicosidodecahedron.

1989, P. W. Messer, M[agnus] J[oseph] Wenninger, “Symmetry and Polyhedral Stellation—II”, in Computers & Mathematics with Applications, volume 17, numbers 1–3, Oxford, Oxfordshire: Pergamon Press, →DOI, →ISSN, →OCLC, page 195; reprinted in István Hargittai, editor, Symmetry 2: Unifying Human Understanding (International Series in Modern Applied Mathematics and Computer Science; 18), Oxford, Oxfordshire: Pergamon Press, 1989, →ISBN, part 1, page 195:

There are two distinct rhombicosidodecahedra, one bearing the unmodified name and the other called the great rhombicosidodecahedron. Like the rhombus, the icosahedron and the dodecahedron, all of the great rhombicosidodecahedron’s 62 faces are either [square] rhombi (30), equilateral triangles (20) or regular pentagons (12).

1994, Steven Schwartzman, “rhombicosidodecahedron”, in The Words of Mathematics: An Etymological Dictionary of Mathematical Terms Used in English, Washington, D.C.: 2:Mathematical Association of America, →DOI, →ISBN, page 189, column 1:

Next, the totality of 31 axes is illustrated in a rhombicosidodecahedron, an Archimedean solid composed of 30 squares, 20 triangles, and 12 pentagons[…], with a view to the inside of the model showing the center of the group, the point of invariancy O […] Finally, the other dihedral subgroups are also illustrated on a rhombicosidodecahedron: D#95;3 of order 6 and index 10 […] and D#95;5 of order 10 and index 6[…].

1996, Hugo F[rançois] Verheyen, “Groups of Isometries”, in Symmetry Orbits (Design Science Collection), Boston, Mass.; Basel, Basel-Stadt: Birkhäuser, →DOI, →ISBN, part I (Realization of Symmetry Groups), page 37:

[…] I noticed that the little balls (rhombicosidodecahedrons) had openings shaped in the form of triangles, rectangles, and pentagons.

2014, Thomasenia Lott Adams, Joanne LaFramenta, “Conclusion”, in Math Know-how: Answers to Your Most Persistent Teaching Issues, Grades 3–5, Thousand Oaks, Calif.; London: Corwin, SAGE Publications, →ISBN, page 172:

(geometry) An Archimedean solid with 62 regular faces (20 triangles, 30 squares, and 12 pentagons), 60 vertices and 120 edges.

斜方二十・十二面体

しゃほうにじゅうじゅうにめんたい

菱形二十・十二面体

りょうけいにじゅうじゅうにめんたい

小菱形二十・十二面体

しょうりょうけいにじゅうじゅうにめんたい

切頂菱形三十面体

せっちょうりょうけいさんじゅうめんたい


Johnson solid

From Johnson (“a surname”) + solid, after American mathematician Norman Johnson, who listed them in 1966.

1986 April, Andrew Hume, Folding Regular Polyhedra, AUUGN: Australian Unix Users Group Newsletter, Volume 6, Number 5, page 40,
The Johnson solids, combined with the Archimedean polyhedra and five of the regular polyhedra, constitute all the possible convex polyhedra with regular faces..])

There are other possible models that we have not written about and for which we do not include pictures. namely the Johnson solids and their truncations [2]. (The egg^([truncated hexadecahedron]) is an approximation of a truncation of a Johnson solid.)

2003, Rona Gurkewitz, Bennett Arnstein, Multimodular Origami Polyhedra: Archimedeans, Buckyballs and Duality, page 2:

Students will be very unlikely to discover very many of the Johnson solids on their own. Someone may come up with the triangular and pentagonal dipyramids, but the others are just not very intuitive. Once students are convinced that there are no other possibilities than the ones they've come up with, then it is time to unveil some of the more complicated Johnson solids.

2012, Thomas Hull, Project Origami: Activities for Exploring Mathematics, 2nd edition, page 159:

(geometry) Any of a class of convex polyhedra that have regular faces but are not uniform (that is, not Platonic solids, Archimedean solids, prisms, or antiprisms).

solido di Johnson

convex non-uniform polyhedron that has regular faces


Archimedean solid

en-noun

Archimedean solid (plural Archimedean solids)

Named after ancient Greek mathematician and engineer Archimedes of Syracuse (c. 287 – c. 212 BCE).

(geometry) Any of a class of convex semiregular polyhedra, composed of two or more types of regular polygon meeting in identical vertices.

sòlid arquimedià

any of a class of semi-regular convex polyhedra composed of two or more types of regular polygon meeting in identical vertices


DMS

DMS (countable and uncountable, plural DMSs)

(uncountable, geometry) Initialism of Degree-Minute-Second (a method of writing angles).


irreducible

en-adj

irreducible (comparative more irreducible, superlative most irreducible)

more irreducible (comparative)
most irreducible (superlative)

/ˌɪɹɪˈdjuːsɪbəl/

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

(algebraic geometry, of an algebraic variety) Inexpressible as the union of two proper algebraic subvarieties.


kör

körök (plural)
kör (nominative singular)
körök (nominative plural)
kört (accusative singular)
köröket (accusative plural)
körnek (dative singular)
köröknek (dative plural)
körrel (instrumental singular)
körökkel (instrumental plural)
körért (causal-final singular)
körökért (causal-final plural)
körré (singular translative)
körökké (plural translative)
körig (singular terminative)
körökig (plural terminative)
körként (essive-formal singular)
körökként (essive-formal plural)
körben (inessive singular)
körökben (inessive plural)
körön (singular superessive)
körökön (plural superessive)
körnél (adessive singular)
köröknél (adessive plural)
körbe (illative singular)
körökbe (illative plural)
körre (singular sublative)
körökre (plural sublative)
körhöz (allative singular)
körökhöz (allative plural)
körből (elative singular)
körökből (elative plural)
körről (delative singular)
körökről (delative plural)
körtől (ablative singular)
köröktől (ablative plural)
köré (singular)
köröké (plural)
köréi (singular)
körökéi (plural)
köröm (first-person possessed-single possessive singular)
köreim (first-person possessed-many possessive singular)
köröd (possessed-single possessive second-person singular)
köreid (possessed-many possessive second-person singular)
köre (possessed-single possessive singular third-person)
körei (possessed-many possessive singular third-person)
körünk (first-person plural possessed-single possessive)
köreink (first-person plural possessed-many possessive)
körötök (plural possessed-single possessive second-person)
köreitek (plural possessed-many possessive second-person)
körük (plural possessed-single possessive third-person)
köreik (plural possessed-many possessive third-person)

Back-formation from körül. The kör- stem is from Proto-Finno-Ugric *kere (“circle, ring, hoop, tire”). Cognates include Komi-Zyrian кор (kor) and Udmurt кури (kuri).


kocka

kockák (plural)
kocka (nominative singular)
kockák (nominative plural)
kockát (accusative singular)
kockákat (accusative plural)
kockának (dative singular)
kockáknak (dative plural)
kockával (instrumental singular)
kockákkal (instrumental plural)
kockáért (causal-final singular)
kockákért (causal-final plural)
kockává (singular translative)
kockákká (plural translative)
kockáig (singular terminative)
kockákig (plural terminative)
kockaként (essive-formal singular)
kockákként (essive-formal plural)
kockában (inessive singular)
kockákban (inessive plural)
kockán (singular superessive)
kockákon (plural superessive)
kockánál (adessive singular)
kockáknál (adessive plural)
kockába (illative singular)
kockákba (illative plural)
kockára (singular sublative)
kockákra (plural sublative)
kockához (allative singular)
kockákhoz (allative plural)
kockából (elative singular)
kockákból (elative plural)
kockáról (delative singular)
kockákról (delative plural)
kockától (ablative singular)
kockáktól (ablative plural)
kockáé (singular)
kockáké (plural)
kockáéi (singular)
kockákéi (plural)
kockám (first-person possessed-single possessive singular)
kockáim (first-person possessed-many possessive singular)
kockád (possessed-single possessive second-person singular)
kockáid (possessed-many possessive second-person singular)
kockája (possessed-single possessive singular third-person)
kockái (possessed-many possessive singular third-person)
kockánk (first-person plural possessed-single possessive)
kockáink (first-person plural possessed-many possessive)
kockátok (plural possessed-single possessive second-person)
kockáitok (plural possessed-many possessive second-person)
kockájuk (plural possessed-single possessive third-person)
kockáik (plural possessed-many possessive third-person)

Borrowed from a West Slavic language, probably from Czech or Slovak. Compare Czech kostka, Slovak kocka.

Egy 40 cm élhosszúságú kocka alakú jégtömb tömege 58,88 kg.

1998–1999, “Kitűzött kémiafeladatok”, in Firka, volume 8, number 2:

The mass of a block of ice in the shape of a cube measuring 40 cm on each side is 58.88 kg.

(geometry) cube (regular polyhedron having six identical square faces)


kocka

kȍcka (canonical feminine)
ко̏цка (Cyrillic)
kȍcka (nominative singular)
kocke (nominative plural)
kocke (genitive singular)
kȍcākā (genitive plural)
kȍckī (genitive plural)
kocki (dative singular)
kockama (dative plural)
kocku (accusative singular)
kocke (accusative plural)
kocko (singular vocative)
kocke (plural vocative)
kocki (locative singular)
kockama (locative plural)
kockom (instrumental singular)
kockama (instrumental plural)

Inherited from Proto-Slavic *kostъka (“small bone”), since dice were made of bones (Proto-Slavic *kostь).


kocka

sk-noun

kocka f (relational adjective kockový, diminutive kocôčka)

kockový (adjective relational)
kocôčka (diminutive)
singular
plural
nominative
kocka
kocky
genitive
kociek
dative
kocke
kockám
accusative
kocku
locative
kockách
instrumental
kockou
kockami


rengas

rengas (nominative singular)
renkaat (nominative plural)
rengas (accusative nominative singular)
renkaat (accusative nominative plural)
renkaan (accusative genitive singular)
renkaat (accusative genitive plural)
renkaan (genitive singular)
renkaiden (genitive plural)
renkaitten (genitive plural)
rengasten (genitive plural rare)
rengasta (partitive singular)
renkaita (partitive plural)
renkaassa (inessive singular)
renkaissa (inessive plural)
renkaasta (elative singular)
renkaista (elative plural)
renkaaseen (illative singular)
renkaisiin (illative plural)
renkaihin (illative plural rare)
renkaalla (adessive singular)
renkailla (adessive plural)
renkaalta (ablative singular)
renkailta (ablative plural)
renkaalle (allative singular)
renkaille (allative plural)
renkaana (essive singular)
renkaina (essive plural)
renkaaksi (singular translative)
renkaiksi (plural translative)
renkaatta (abessive singular)
renkaitta (abessive plural)
renkain (instructive plural)
See the possessive forms below. (comitative)
renkaani (nominative singular)
renkaani (nominative plural)
renkaani (accusative nominative singular)
renkaani (accusative nominative plural)
renkaani (accusative genitive singular)
renkaani (accusative genitive plural)
renkaani (genitive singular)
renkaideni (genitive plural)
renkaitteni (genitive plural)
rengasteni (genitive plural rare)
rengastani (partitive singular)
renkaitani (partitive plural)
renkaassani (inessive singular)
renkaissani (inessive plural)
renkaastani (elative singular)
renkaistani (elative plural)
renkaaseeni (illative singular)
renkaisiini (illative plural)
renkaihini (illative plural rare)
renkaallani (adessive singular)
renkaillani (adessive plural)
renkaaltani (ablative singular)
renkailtani (ablative plural)
renkaalleni (allative singular)
renkailleni (allative plural)
renkaanani (essive singular)
renkainani (essive plural)
renkaakseni (singular translative)
renkaikseni (plural translative)
renkaattani (abessive singular)
renkaittani (abessive plural)
renkaineni (comitative plural)
renkaasi (nominative singular)
renkaasi (nominative plural)
renkaasi (accusative nominative singular)
renkaasi (accusative nominative plural)
renkaasi (accusative genitive singular)
renkaasi (accusative genitive plural)
renkaasi (genitive singular)
renkaidesi (genitive plural)
renkaittesi (genitive plural)
rengastesi (genitive plural rare)
rengastasi (partitive singular)
renkaitasi (partitive plural)
renkaassasi (inessive singular)
renkaissasi (inessive plural)
renkaastasi (elative singular)
renkaistasi (elative plural)
renkaaseesi (illative singular)
renkaisiisi (illative plural)
renkaihisi (illative plural rare)
renkaallasi (adessive singular)
renkaillasi (adessive plural)
renkaaltasi (ablative singular)
renkailtasi (ablative plural)
renkaallesi (allative singular)
renkaillesi (allative plural)
renkaanasi (essive singular)
renkainasi (essive plural)
renkaaksesi (singular translative)
renkaiksesi (plural translative)
renkaattasi (abessive singular)
renkaittasi (abessive plural)
renkainesi (comitative plural)
renkaamme (nominative singular)
renkaamme (nominative plural)
renkaamme (accusative nominative singular)
renkaamme (accusative nominative plural)
renkaamme (accusative genitive singular)
renkaamme (accusative genitive plural)
renkaamme (genitive singular)
renkaidemme (genitive plural)
renkaittemme (genitive plural)
rengastemme (genitive plural rare)
rengastamme (partitive singular)
renkaitamme (partitive plural)
renkaassamme (inessive singular)
renkaissamme (inessive plural)
renkaastamme (elative singular)
renkaistamme (elative plural)
renkaaseemme (illative singular)
renkaisiimme (illative plural)
renkaihimme (illative plural rare)
renkaallamme (adessive singular)
renkaillamme (adessive plural)
renkaaltamme (ablative singular)
renkailtamme (ablative plural)
renkaallemme (allative singular)
renkaillemme (allative plural)
renkaanamme (essive singular)
renkainamme (essive plural)
renkaaksemme (singular translative)
renkaiksemme (plural translative)
renkaattamme (abessive singular)
renkaittamme (abessive plural)
renkainemme (comitative plural)
renkaanne (nominative singular)
renkaanne (nominative plural)
renkaanne (accusative nominative singular)
renkaanne (accusative nominative plural)
renkaanne (accusative genitive singular)
renkaanne (accusative genitive plural)
renkaanne (genitive singular)
renkaidenne (genitive plural)
renkaittenne (genitive plural)
rengastenne (genitive plural rare)
rengastanne (partitive singular)
renkaitanne (partitive plural)
renkaassanne (inessive singular)
renkaissanne (inessive plural)
renkaastanne (elative singular)
renkaistanne (elative plural)
renkaaseenne (illative singular)
renkaisiinne (illative plural)
renkaihinne (illative plural rare)
renkaallanne (adessive singular)
renkaillanne (adessive plural)
renkaaltanne (ablative singular)
renkailtanne (ablative plural)
renkaallenne (allative singular)
renkaillenne (allative plural)
renkaananne (essive singular)
renkainanne (essive plural)
renkaaksenne (singular translative)
renkaiksenne (plural translative)
renkaattanne (abessive singular)
renkaittanne (abessive plural)
renkainenne (comitative plural)
renkaansa (nominative singular)
renkaansa (nominative plural)
renkaansa (accusative nominative singular)
renkaansa (accusative nominative plural)
renkaansa (accusative genitive singular)
renkaansa (accusative genitive plural)
renkaansa (genitive singular)
renkaidensa (genitive plural)
renkaittensa (genitive plural)
rengastensa (genitive plural rare)
rengastaan (partitive singular)
rengastansa (partitive singular)
renkaitaan (partitive plural)
renkaitansa (partitive plural)
renkaassaan (inessive singular)
renkaassansa (inessive singular)
renkaissaan (inessive plural)
renkaissansa (inessive plural)
renkaastaan (elative singular)
renkaastansa (elative singular)
renkaistaan (elative plural)
renkaistansa (elative plural)
renkaaseensa (illative singular)
renkaisiinsa (illative plural)
renkaihinsa (illative plural rare)
renkaallaan (adessive singular)
renkaallansa (adessive singular)
renkaillaan (adessive plural)
renkaillansa (adessive plural)
renkaaltaan (ablative singular)
renkaaltansa (ablative singular)
renkailtaan (ablative plural)
renkailtansa (ablative plural)
renkaalleen (allative singular)
renkaallensa (allative singular)
renkailleen (allative plural)
renkaillensa (allative plural)
renkaanaan (essive singular)
renkaanansa (essive singular)
renkainaan (essive plural)
renkainansa (essive plural)
renkaakseen (singular translative)
renkaaksensa (singular translative)
renkaikseen (plural translative)
renkaiksensa (plural translative)
renkaattaan (abessive singular)
renkaattansa (abessive singular)
renkaittaan (abessive plural)
renkaittansa (abessive plural)
renkaineen (comitative plural)
renkainensa (comitative plural)

[ˈre̞ŋːɑ̝s̠]

From Proto-Finnic *rëngas, borrowed from Proto-Germanic *hrengaz (“ring”), an earlier form of *hringaz in which the change from e to i before syllable-final n had not yet occurred.

(geometry) ring (a planar geometrical figure between two concentric circles)


kanta

kanta (nominative singular)
kannat (nominative plural)
kanta (accusative nominative singular)
kannat (accusative nominative plural)
kannan (accusative genitive singular)
kannat (accusative genitive plural)
kannan (genitive singular)
kantojen (genitive plural)
kantain (genitive plural rare)
kantaa (partitive singular)
kantoja (partitive plural)
kannassa (inessive singular)
kannoissa (inessive plural)
kannasta (elative singular)
kannoista (elative plural)
kantaan (illative singular)
kantoihin (illative plural)
kannalla (adessive singular)
kannoilla (adessive plural)
kannalta (ablative singular)
kannoilta (ablative plural)
kannalle (allative singular)
kannoille (allative plural)
kantana (essive singular)
kantoina (essive plural)
kannaksi (singular translative)
kannoiksi (plural translative)
kannatta (abessive singular)
kannoitta (abessive plural)
kannoin (instructive plural)
See the possessive forms below. (comitative)
kantani (nominative singular)
kantani (nominative plural)
kantani (accusative nominative singular)
kantani (accusative nominative plural)
kantani (accusative genitive singular)
kantani (accusative genitive plural)
kantani (genitive singular)
kantojeni (genitive plural)
kantaini (genitive plural rare)
kantaani (partitive singular)
kantojani (partitive plural)
kannassani (inessive singular)
kannoissani (inessive plural)
kannastani (elative singular)
kannoistani (elative plural)
kantaani (illative singular)
kantoihini (illative plural)
kannallani (adessive singular)
kannoillani (adessive plural)
kannaltani (ablative singular)
kannoiltani (ablative plural)
kannalleni (allative singular)
kannoilleni (allative plural)
kantanani (essive singular)
kantoinani (essive plural)
kannakseni (singular translative)
kannoikseni (plural translative)
kannattani (abessive singular)
kannoittani (abessive plural)
kantoineni (comitative plural)
kantasi (nominative singular)
kantasi (nominative plural)
kantasi (accusative nominative singular)
kantasi (accusative nominative plural)
kantasi (accusative genitive singular)
kantasi (accusative genitive plural)
kantasi (genitive singular)
kantojesi (genitive plural)
kantaisi (genitive plural rare)
kantaasi (partitive singular)
kantojasi (partitive plural)
kannassasi (inessive singular)
kannoissasi (inessive plural)
kannastasi (elative singular)
kannoistasi (elative plural)
kantaasi (illative singular)
kantoihisi (illative plural)
kannallasi (adessive singular)
kannoillasi (adessive plural)
kannaltasi (ablative singular)
kannoiltasi (ablative plural)
kannallesi (allative singular)
kannoillesi (allative plural)
kantanasi (essive singular)
kantoinasi (essive plural)
kannaksesi (singular translative)
kannoiksesi (plural translative)
kannattasi (abessive singular)
kannoittasi (abessive plural)
kantoinesi (comitative plural)
kantamme (nominative singular)
kantamme (nominative plural)
kantamme (accusative nominative singular)
kantamme (accusative nominative plural)
kantamme (accusative genitive singular)
kantamme (accusative genitive plural)
kantamme (genitive singular)
kantojemme (genitive plural)
kantaimme (genitive plural rare)
kantaamme (partitive singular)
kantojamme (partitive plural)
kannassamme (inessive singular)
kannoissamme (inessive plural)
kannastamme (elative singular)
kannoistamme (elative plural)
kantaamme (illative singular)
kantoihimme (illative plural)
kannallamme (adessive singular)
kannoillamme (adessive plural)
kannaltamme (ablative singular)
kannoiltamme (ablative plural)
kannallemme (allative singular)
kannoillemme (allative plural)
kantanamme (essive singular)
kantoinamme (essive plural)
kannaksemme (singular translative)
kannoiksemme (plural translative)
kannattamme (abessive singular)
kannoittamme (abessive plural)
kantoinemme (comitative plural)
kantanne (nominative singular)
kantanne (nominative plural)
kantanne (accusative nominative singular)
kantanne (accusative nominative plural)
kantanne (accusative genitive singular)
kantanne (accusative genitive plural)
kantanne (genitive singular)
kantojenne (genitive plural)
kantainne (genitive plural rare)
kantaanne (partitive singular)
kantojanne (partitive plural)
kannassanne (inessive singular)
kannoissanne (inessive plural)
kannastanne (elative singular)
kannoistanne (elative plural)
kantaanne (illative singular)
kantoihinne (illative plural)
kannallanne (adessive singular)
kannoillanne (adessive plural)
kannaltanne (ablative singular)
kannoiltanne (ablative plural)
kannallenne (allative singular)
kannoillenne (allative plural)
kantananne (essive singular)
kantoinanne (essive plural)
kannaksenne (singular translative)
kannoiksenne (plural translative)
kannattanne (abessive singular)
kannoittanne (abessive plural)
kantoinenne (comitative plural)
kantansa (nominative singular)
kantansa (nominative plural)
kantansa (accusative nominative singular)
kantansa (accusative nominative plural)
kantansa (accusative genitive singular)
kantansa (accusative genitive plural)
kantansa (genitive singular)
kantojensa (genitive plural)
kantainsa (genitive plural rare)
kantaansa (partitive singular)
kantojaan (partitive plural)
kantojansa (partitive plural)
kannassaan (inessive singular)
kannassansa (inessive singular)
kannoissaan (inessive plural)
kannoissansa (inessive plural)
kannastaan (elative singular)
kannastansa (elative singular)
kannoistaan (elative plural)
kannoistansa (elative plural)
kantaansa (illative singular)
kantoihinsa (illative plural)
kannallaan (adessive singular)
kannallansa (adessive singular)
kannoillaan (adessive plural)
kannoillansa (adessive plural)
kannaltaan (ablative singular)
kannaltansa (ablative singular)
kannoiltaan (ablative plural)
kannoiltansa (ablative plural)
kannalleen (allative singular)
kannallensa (allative singular)
kannoilleen (allative plural)
kannoillensa (allative plural)
kantanaan (essive singular)
kantanansa (essive singular)
kantoinaan (essive plural)
kantoinansa (essive plural)
kannakseen (singular translative)
kannaksensa (singular translative)
kannoikseen (plural translative)
kannoiksensa (plural translative)
kannattaan (abessive singular)
kannattansa (abessive singular)
kannoittaan (abessive plural)
kannoittansa (abessive plural)
kantoineen (comitative plural)
kantoinensa (comitative plural)

[ˈkɑ̝n̪t̪ɑ̝]

From Proto-Finnic *kanta, from Proto-Finno-Ugric *kanta. Cognates include Estonian kand, Erzya кандо (kando, “log, load”), Moksha канда (kanda), Northern Khanty ҳонт (ḥont) and Northern Mansi [script needed] (χānta).


täysi

fi-adj

täysi (comparative täydempi, superlative täysin)

täydempi (comparative)
täysin (superlative)
täysi (nominative singular)
täydet (nominative plural)
täysi (accusative nominative singular)
täydet (accusative nominative plural)
täyden (accusative genitive singular)
täydet (accusative genitive plural)
täyden (genitive singular)
täysien (genitive plural)
täytten (genitive plural rare)
täyttä (partitive singular)
täysiä (partitive plural)
täydessä (inessive singular)
täysissä (inessive plural)
täydestä (elative singular)
täysistä (elative plural)
täyteen (illative singular)
täysiin (illative plural)
täydellä (adessive singular)
täysillä (adessive plural)
täydeltä (ablative singular)
täysiltä (ablative plural)
täydelle (allative singular)
täysille (allative plural)
täytenä (essive singular)
täysinä (essive plural)
täydeksi (singular translative)
täysiksi (plural translative)
täydettä (abessive singular)
täysittä (abessive plural)
täysin (instructive plural)
täysine (comitative plural)
täyteni (nominative singular)
täyteni (nominative plural)
täyteni (accusative nominative singular)
täyteni (accusative nominative plural)
täyteni (accusative genitive singular)
täyteni (accusative genitive plural)
täyteni (genitive singular)
täysieni (genitive plural)
täytteni (genitive plural rare)
täyttäni (partitive singular)
täysiäni (partitive plural)
täydessäni (inessive singular)
täysissäni (inessive plural)
täydestäni (elative singular)
täysistäni (elative plural)
täyteeni (illative singular)
täysiini (illative plural)
täydelläni (adessive singular)
täysilläni (adessive plural)
täydeltäni (ablative singular)
täysiltäni (ablative plural)
täydelleni (allative singular)
täysilleni (allative plural)
täytenäni (essive singular)
täysinäni (essive plural)
täydekseni (singular translative)
täysikseni (plural translative)
täydettäni (abessive singular)
täysittäni (abessive plural)
täysineni (comitative plural)
täytesi (nominative singular)
täytesi (nominative plural)
täytesi (accusative nominative singular)
täytesi (accusative nominative plural)
täytesi (accusative genitive singular)
täytesi (accusative genitive plural)
täytesi (genitive singular)
täysiesi (genitive plural)
täyttesi (genitive plural rare)
täyttäsi (partitive singular)
täysiäsi (partitive plural)
täydessäsi (inessive singular)
täysissäsi (inessive plural)
täydestäsi (elative singular)
täysistäsi (elative plural)
täyteesi (illative singular)
täysiisi (illative plural)
täydelläsi (adessive singular)
täysilläsi (adessive plural)
täydeltäsi (ablative singular)
täysiltäsi (ablative plural)
täydellesi (allative singular)
täysillesi (allative plural)
täytenäsi (essive singular)
täysinäsi (essive plural)
täydeksesi (singular translative)
täysiksesi (plural translative)
täydettäsi (abessive singular)
täysittäsi (abessive plural)
täysinesi (comitative plural)
täytemme (nominative singular)
täytemme (nominative plural)
täytemme (accusative nominative singular)
täytemme (accusative nominative plural)
täytemme (accusative genitive singular)
täytemme (accusative genitive plural)
täytemme (genitive singular)
täysiemme (genitive plural)
täyttemme (genitive plural rare)
täyttämme (partitive singular)
täysiämme (partitive plural)
täydessämme (inessive singular)
täysissämme (inessive plural)
täydestämme (elative singular)
täysistämme (elative plural)
täyteemme (illative singular)
täysiimme (illative plural)
täydellämme (adessive singular)
täysillämme (adessive plural)
täydeltämme (ablative singular)
täysiltämme (ablative plural)
täydellemme (allative singular)
täysillemme (allative plural)
täytenämme (essive singular)
täysinämme (essive plural)
täydeksemme (singular translative)
täysiksemme (plural translative)
täydettämme (abessive singular)
täysittämme (abessive plural)
täysinemme (comitative plural)
täytenne (nominative singular)
täytenne (nominative plural)
täytenne (accusative nominative singular)
täytenne (accusative nominative plural)
täytenne (accusative genitive singular)
täytenne (accusative genitive plural)
täytenne (genitive singular)
täysienne (genitive plural)
täyttenne (genitive plural rare)
täyttänne (partitive singular)
täysiänne (partitive plural)
täydessänne (inessive singular)
täysissänne (inessive plural)
täydestänne (elative singular)
täysistänne (elative plural)
täyteenne (illative singular)
täysiinne (illative plural)
täydellänne (adessive singular)
täysillänne (adessive plural)
täydeltänne (ablative singular)
täysiltänne (ablative plural)
täydellenne (allative singular)
täysillenne (allative plural)
täytenänne (essive singular)
täysinänne (essive plural)
täydeksenne (singular translative)
täysiksenne (plural translative)
täydettänne (abessive singular)
täysittänne (abessive plural)
täysinenne (comitative plural)
täytensä (nominative singular)
täytensä (nominative plural)
täytensä (accusative nominative singular)
täytensä (accusative nominative plural)
täytensä (accusative genitive singular)
täytensä (accusative genitive plural)
täytensä (genitive singular)
täysiensä (genitive plural)
täyttensä (genitive plural rare)
täyttään (partitive singular)
täyttänsä (partitive singular)
täysiään (partitive plural)
täysiänsä (partitive plural)
täydessään (inessive singular)
täydessänsä (inessive singular)
täysissään (inessive plural)
täysissänsä (inessive plural)
täydestään (elative singular)
täydestänsä (elative singular)
täysistään (elative plural)
täysistänsä (elative plural)
täyteensä (illative singular)
täysiinsä (illative plural)
täydellään (adessive singular)
täydellänsä (adessive singular)
täysillään (adessive plural)
täysillänsä (adessive plural)
täydeltään (ablative singular)
täydeltänsä (ablative singular)
täysiltään (ablative plural)
täysiltänsä (ablative plural)
täydelleen (allative singular)
täydellensä (allative singular)
täysilleen (allative plural)
täysillensä (allative plural)
täytenään (essive singular)
täytenänsä (essive singular)
täysinään (essive plural)
täysinänsä (essive plural)
täydekseen (singular translative)
täydeksensä (singular translative)
täysikseen (plural translative)
täysiksensä (plural translative)
täydettään (abessive singular)
täydettänsä (abessive singular)
täysittään (abessive plural)
täysittänsä (abessive plural)
täysineen (comitative plural)
täysinensä (comitative plural)

From Proto-Finnic *täüci, from Proto-Uralic *täwde; cognate to Hungarian tele.

(geometry) round, full (of an angle: completing or covering a full circle)


poros

(geometry) an imaginary line around which an object spins (an axis of rotation) or is symmetrically arranged (an axis of symmetry)


도

the hanja entry at 度 for Sino-Korean compounds of 도

45도 각도


polyacron

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

From Ancient Greek πολῠ- (polŭ-) and ᾰ̓́κρον (ắkron).


vinkel

head

vinkel c (singular definite vinklen, plural indefinite vinkler)

vinklen (definite singular)
vinkler (indefinite plural)
vinkel (indefinite nominative singular)
vinklen (definite nominative singular)
vinkler (indefinite nominative plural)
vinklerne (definite nominative plural)
vinkels (genitive indefinite singular)
vinklens (definite genitive singular)
vinklers (genitive indefinite plural)
vinklernes (definite genitive plural)


Cartesian product

en-noun

Cartesian product (plural Cartesian products)

Cartesian products (plural)
cartesian product (alternative)

From Cartesian + product, after French philosopher, mathematician, and scientist René Descartes (1596–1650), whose formulation of analytic geometry gave rise to the concept.

On the Cartesian product of two manifolds a differentiable structure can be constructed in the following way.

1987, M. Göckeler, T. Schücker, Differential Geometry, Gauge Theories, and Gravity, published 1989, page 98:

(geometry, of an m-dimensional space X and an n-dimensional space Y) An (m+n)-dimensional space, formally composed of all possible ordered pairs of points from X and Y, but thought of as an independent (m+n)-dimensional space (in the sense that if, e.g. X and Y are vector spaces, the elements of X×Y are thought of as (m+n)-tuples instead of ordered pairs) and written X×Y.


triangulum

triangulumok (plural)
triangulum (nominative singular)
triangulumok (nominative plural)
triangulumot (accusative singular)
triangulumokat (accusative plural)
triangulumnak (dative singular)
triangulumoknak (dative plural)
triangulummal (instrumental singular)
triangulumokkal (instrumental plural)
triangulumért (causal-final singular)
triangulumokért (causal-final plural)
triangulummá (singular translative)
triangulumokká (plural translative)
triangulumig (singular terminative)
triangulumokig (plural terminative)
triangulumként (essive-formal singular)
triangulumokként (essive-formal plural)
triangulumban (inessive singular)
triangulumokban (inessive plural)
triangulumon (singular superessive)
triangulumokon (plural superessive)
triangulumnál (adessive singular)
triangulumoknál (adessive plural)
triangulumba (illative singular)
triangulumokba (illative plural)
triangulumra (singular sublative)
triangulumokra (plural sublative)
triangulumhoz (allative singular)
triangulumokhoz (allative plural)
triangulumból (elative singular)
triangulumokból (elative plural)
triangulumról (delative singular)
triangulumokról (delative plural)
triangulumtól (ablative singular)
triangulumoktól (ablative plural)
triangulumé (singular)
triangulumoké (plural)
trianguluméi (singular)
triangulumokéi (plural)
triangulumom (first-person possessed-single possessive singular)
triangulumaim (first-person possessed-many possessive singular)
triangulumod (possessed-single possessive second-person singular)
triangulumaid (possessed-many possessive second-person singular)
trianguluma (possessed-single possessive singular third-person)
triangulumai (possessed-many possessive singular third-person)
triangulumunk (first-person plural possessed-single possessive)
triangulumaink (first-person plural possessed-many possessive)
triangulumotok (plural possessed-single possessive second-person)
triangulumaitok (plural possessed-many possessive second-person)
triangulumuk (plural possessed-single possessive third-person)
triangulumaik (plural possessed-many possessive third-person)

ABC, egyenes szegeletű triangulum, mellynek hypotenusája AC verticalis erányban vagyon. Látni való tehát hogy ha az egyenes szegeletű triangulum úgy helyheztetődik, hogy annak hypotenusája verticaliter feküdjék, a’ melly idő alatt futná el a’ test szabad esés által ezen hypotenusát, éppen annyi idő alatt futja meg a’ felső cathetust, mint hajlott lineát.

1830, Mózes Kézy, chapter 4, in A’ fizikának rövid rajzolatja, page 68:

(geometry, archaic) triangle (polygon with three sides and three angles)


bisector

South Street is the bisector of Broken Dreams Boulevard.

(geometry) A line or curve that bisects or divides a line segment, angle, or other figure into two equal parts.


developable surface

developable surface (plural developable surfaces)

(geometry) A surface (in more than two dimensions, a plane is trivially developable) that can be flattened into a plane without distortion.


Ort

de-noun

Ort m (strong, genitive Ortes or Orts, plural Orte or (jargon) Örter, diminutive Örtchen n)

Ortes (genitive)
Orts (genitive)
Orte (plural)
Örter (jargon plural)
Örtchen (diminutive neuter)
Ort (nominative singular)
Orte (definite nominative plural)
Örter (definite jargon nominative plural)
Ortes (genitive singular)
Orts (genitive singular)
Orte (definite genitive plural)
Örter (definite genitive jargon plural)
Ort (dative singular)
Orte (dative singular)
Orten (dative definite plural)
Örtern (dative definite jargon plural)
Ort (accusative singular)
Orte (accusative definite plural)
Örter (accusative definite jargon plural)

From Middle High German ort (“point (of a tool or weapon), corner, end point, boundary, border, site, place”), from Old High German ort (“point, tip, corner”) (8th century), from Proto-West Germanic *oʀd, from Proto-Germanic *uzdaz (“point”).


kupa

kȕpa (canonical feminine)
ку̏па (Cyrillic)
kupa (nominative singular)
kupe (nominative plural)
kupe (genitive singular)
kupa (genitive plural)
kupi (dative singular)
kupama (dative plural)
kupu (accusative singular)
kupe (accusative plural)
kupo (singular vocative)
kupe (plural vocative)
kupi (locative singular)
kupama (locative plural)
kupom (instrumental singular)
kupama (instrumental plural)


straight line

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

(geometry) A line with no curvature; a line with constant direction. The path of shortest length between two points.


cubo

(geometry) cube (a regular polyhedron having six identical square faces)


cubo

From Latin cubus, from Ancient Greek κύβος (kúbos).


funicular

en-adj

funicular (comparative more funicular, superlative most funicular)

more funicular (comparative)
most funicular (superlative)

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

From Latin fūniculus (“cord”), diminutive from fūnis (“cord”) + -culus.


orto

eo-head

orto (accusative singular orton, plural ortoj, accusative plural ortojn)

orton (accusative singular)
ortoj (plural)
ortojn (accusative plural)


sekunda

sekundka (diminutive)
sekunda (nominative singular)
sekundy (nominative plural)
sekundy (genitive singular)
sekund (genitive plural)
sekundzie (dative singular)
sekundom (dative plural)
sekundę (accusative singular)
sekundy (accusative plural)
sekundą (instrumental singular)
sekundami (instrumental plural)
sekundzie (locative singular)
sekundach (locative plural)
sekundo (singular vocative)
sekundy (plural vocative)

Learned borrowing from Latin (pars horae minuta) secunda.

lbor

(geometry) arcsecond (1/3600th of a degree)


коцка

ко̏цка (canonical feminine)
kȍcka (romanization)
ко̏цка (nominative singular)
коцке (nominative plural)
коцке (genitive singular)
ко̏ца̄ка̄ (genitive plural)
ко̏цкӣ (genitive plural)
коцки (dative singular)
коцкама (dative plural)
коцку (accusative singular)
коцке (accusative plural)
коцко (singular vocative)
коцке (plural vocative)
коцки (locative singular)
коцкама (locative plural)
коцком (instrumental singular)
коцкама (instrumental plural)


perc

percek (plural)
perc (nominative singular)
percek (nominative plural)
percet (accusative singular)
perceket (accusative plural)
percnek (dative singular)
perceknek (dative plural)
perccel (instrumental singular)
percekkel (instrumental plural)
percért (causal-final singular)
percekért (causal-final plural)
perccé (singular translative)
percekké (plural translative)
percig (singular terminative)
percekig (plural terminative)
percként (essive-formal singular)
percekként (essive-formal plural)
percben (inessive singular)
percekben (inessive plural)
percen (singular superessive)
perceken (plural superessive)
percnél (adessive singular)
perceknél (adessive plural)
percbe (illative singular)
percekbe (illative plural)
percre (singular sublative)
percekre (plural sublative)
perchez (allative singular)
percekhez (allative plural)
percből (elative singular)
percekből (elative plural)
percről (delative singular)
percekről (delative plural)
perctől (ablative singular)
percektől (ablative plural)
percé (singular)
perceké (plural)
percéi (singular)
percekéi (plural)
percem (first-person possessed-single possessive singular)
perceim (first-person possessed-many possessive singular)
perced (possessed-single possessive second-person singular)
perceid (possessed-many possessive second-person singular)
perce (possessed-single possessive singular third-person)
percei (possessed-many possessive singular third-person)
percünk (first-person plural possessed-single possessive)
perceink (first-person plural possessed-many possessive)
percetek (plural possessed-single possessive second-person)
perceitek (plural possessed-many possessive second-person)
percük (plural possessed-single possessive third-person)
perceik (plural possessed-many possessive third-person)


ponto

pontos (plural)
poncto (alternative obsolete)

From Old Galician-Portuguese ponto, from Latin punctum (“point”), from pungō (“to prick, to puncture, to punch”). Cognate with Spanish punto. Doublet of point.

(geometry) point, a zero-dimensional object or location


kono

kono (absolutive indefinite)
konoa (absolutive indefinite singular)
konoak (absolutive indefinite plural)
konok (ergative indefinite)
konoak (ergative indefinite singular)
konoek (ergative indefinite plural)
konori (dative indefinite)
konoari (dative indefinite singular)
konoei (dative indefinite plural)
konoren (genitive indefinite)
konoaren (genitive indefinite singular)
konoen (genitive indefinite plural)
konorekin (comitative indefinite)
konoarekin (comitative indefinite singular)
konoekin (comitative indefinite plural)
konorengatik (causative indefinite)
konoarengatik (causative indefinite singular)
konoengatik (causative indefinite plural)
konorentzat (benefactive indefinite)
konoarentzat (benefactive indefinite singular)
konoentzat (benefactive indefinite plural)
konoz (indefinite instrumental)
konoaz (indefinite instrumental singular)
konoez (indefinite instrumental plural)
konotan (indefinite inessive)
konoan (indefinite inessive singular)
konoetan (indefinite inessive plural)
konotako (indefinite locative)
konoko (indefinite locative singular)
konoetako (indefinite locative plural)
konotara (allative indefinite)
konora (allative indefinite singular)
konoetara (allative indefinite plural)
konotaraino (indefinite terminative)
konoraino (indefinite singular terminative)
konoetaraino (indefinite plural terminative)
konotarantz (directive indefinite)
konorantz (directive indefinite singular)
konoetarantz (directive indefinite plural)
konotarako (destinative indefinite)
konorako (destinative indefinite singular)
konoetarako (destinative indefinite plural)
konotatik (ablative indefinite)
konotik (ablative indefinite singular)
konoetatik (ablative indefinite plural)
konorik (indefinite partitive)
konotzat (indefinite prolative)


kono

Borrowed from Spanish cono, from Latin cōnus, from Ancient Greek κῶνος (kônos).