oscnode

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

Three nodes may coincide as consecutive points of a curve of finite curvature, giving rise, not to a triple point, but to the singularity called an oscnode; this is, in fact, an osculation or three-pointic contact of two branches of the curve.

1879, George Salmon, A Treatise on the Higher Plane Curves, page 214:

Rhamphoid cuspidal lines possess two kinds of singular points which affect the class of the surface, and occur (i) when the rhamphoid cusp changes into an oscnode, (ii) when there are cubic nodes on the surface.

1908, A. B. Basset, “Singular liens and curves on surfaces”, in The Quarterly Journal of Pure and Applied Mathematics, volume 39, page 338:

A tacnode is defined to be a singularity equivalent to the origin in the curve y²-x²#61;0, that is, the union of two smooth arcs meeting with contact of order two. Similarly, an oscnode is a singularity equivalent to y²-x⁶#61;0, i.e., consisting of two smooth branched with contact of order three, and so on.

2012, Joe Harris, Algebraic Geometry: A First Course, page 262:

(geometry) A node of a plane curve where two branches meet with contact order 3.


truncated dodecahedron

en-noun

truncated dodecahedron (plural truncated dodecahedra or truncated dodecahedrons)

truncated dodecahedra (plural)
truncated dodecahedrons (plural)

From truncated + dodecahedron, referring to a construction method for the figure.

1813, Spinell, entry in John Mason Good, Olinthus Gregory, Newton Bosworth (editors), Pantologia: A New Cyclopaedia, Volume XI: SPA — TZE, unnumbered page,
This, which may be regarded as a brown garnet or schoerl in truncated dodecahedrons of Rome de Lisle, was originally found in the island of Ceylon, among tourmalines and other crystalline substances, with which it was confounded.

The morphologies commonly observed in bcc materials include truncated dodecahedrons with {110} faces and {100} truncations and cubes with {100} faces.

1983, Electron Microscopy Society of America, Proceedings: 41st Annual Meeting, page 232:

Void shapes were found to be generally truncated dodecahedra with {011} faces and {001} truncations.

1990, David S. Gelles, “Neutron Irradiation Damage in Ferritic Fe-Cr Alloys”, in Nicholas H. Packan, R. E. Stoller, A. S. Kumar, editors, Effects of Radiation on Materials: 14th International Symposium, Volume 1, page 90:

1996, T. A. Fournelle, K. W. Weston, Generalizations of Steinberg Groups, World Scientific Publishing, Series in Algebra, Volume 4, page 176,
The edges of the linkages lie on the edges of a truncated dodecahedron. Note that the group of orientation preserving symmetries of a truncated dodecahedron is precisely A₅.

(geometry) An Archimedean solid with thirty-two regular faces (twelve decagons and twenty triangles) and ninety edges.

dodecaedro troncato

polyhedron with 12 decagonal faces, 20 triangular faces and 90 edges


midsphere

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

The edges are omitted as irrelevant to the present argument, but the midspheres are still included because Kepler rather casually substitutes the midsphere for the insphere of the octahedron, since it happens to give a value closer to the observed distance.

1999, Richard Padovan, Proportion: Science, Philosophy, Architecture, page 260:

A face of a Catalan solid can be simply constructed by the Dorman-Luke construction [3, 4, 6, 16], which is based on a dualization process known as polar reciprocation [6], with respect to the midsphere.

2003, Rona Gurkewitz, Bennett Arnstein, Multimodular Origami Polyhedra: Archimedeans, Buckyballs and Duality, page 4:

The Archimedean solids can all be inscribed in a sphere and in one of the Platonic solids. Their duals are the Catalan solids, with faces that are congruent but not regular (face-transitive); indtead of circumspheres like the Archimedean solids, they have inspheres. The midspheres, touching the edges, are common to both of them.

2014, Walter Steurer, “Crystal Structures of Metallic Elements and Compounds”, in David E. Laughlin, Kazuhiro Hono, editors, Physical Metallurgy, 5th edition, volume 1, page 20:

(geometry, solid geometry) The sphere which, if it exists, is tangent to every edge of a given polyhedron and with respect to which the polyhedron's vertices are the inversion poles of the planes of the faces of its dual polyhedron (and vice versa).

intersphere

sphere tangent to every edge of a polyhedron

1994, Tim Gallagher, Bruce Piper, Chapter 7: Convexity Preserving Surface Interpolation, Nickolas S. Sapidis, Designing Fair Curves and Surfaces, page 179,
For any two circles (spheres) there always exists at least one midcircle (midsphere) which inverts the two given circles (spheres) into each other. in the older literature this is also known as the circle (sphere) of antisimilitude. […] The center of a midcircle (midsphere) is the center of similitude of two given circles (spheres). […] Clearly the midcircle (midsphere) of two equal circles (spheres) is the midline (midplane) between the two, which is partial justification for calling inversion in a circle or sphere reflection in a circle or sphere.

(geometry) The sphere, between two given spheres, by which each of the latter may be inverted into the other.

sphere of antisimilitude

intermediate sphere by which each of two given spheres can be inverted into the other


circle of Apollonius

circle of Apollonius (plural circles of Apollonius)

Apollonius of Perga
Circles of Apollonius

Named for the ancient Greek geometer and astronomer Apollonius of Perga (ca 262—ca 190 BCE).

In the present paper an attempt is made to find for the tetrahedron the analogues of the circles of Apollonius of the triangle.

1934, Tôhoku Mathematical Journal, volumes 39-40, page 264:

It follows that O lies on the circle of Apollonius for A and C and ratio OT/OC, and on the circle of Apollonius for B and C and ratio OT/OC. Point O is thus found at the intersections, if any exist, of these two circles of Apollonius. The details are left to the reader.

1995, Howard Whitley Eves, College Geometry, page 165:

More generally, the locus of points z such that #92;left#92;vertx-z#92;right#92;vert#61;#92;alpha#92;left#92;verty-z#92;right#92;vert is a circle of Apollonius which has x and y as inverse points and which cuts each circle through x and y orthogonally.[…]They show loci analogous to circles of Apollonius and the locus of points equidistant from two given points when the norm is an #92;mathcal#123;l#125;#95;p-norm.

1996, A. C. Thompson, Minkowski Geometry, page 126:

(geometry) The figure (a generalised circle) definable as the locus of points P such that, for given points A, B and C, =/(\frac).

(geometry) Any of eight circles (including degenerate cases) that, for a given set of three circles, solve the problem of Apollonius (i.e., intersect each circle tangentially).


generalized circle

generalized circle (plural generalized circles)

generalized circles (plural)
generalised circle (alternative)

We shall speak of lines and circles as generalized circles. A line is a generalized circle that passes through the point at infinity. Under the inversion #92;zeta#61;1#47;z the generalized circle (53.3) goes into
(53-4) β|ζ|²-pζ-◌̅p◌̅ζ+α=0,

1965, H. F. Weinberger, A First Course in Partial Differential Equations with Complex Variables and Transform Methods, page 247

which is a generalized circle in the ζ-plane.

For any Apollonian family of circles defined by the point circles A and B, the Coaxal Circles Theorem states that every generalized circle through A and B meets each of the Apollonian circles at right angles.

1999, David A. Brannan, Matthew F. Esplen, Jeremy J. Gray, Geometry, page 252:

This is why it makes sense to call every circle and every straight line a generalized circle. Thus the geodesics of ds consist of all arcs of generalized circles which lie wholly within Ω and are orthogonal to w (see Figure 2).

2001, Elie Zahar, Poincaré's Philosophy: From Conventionalism to Phenomenology, page 84:

(geometry, inversive geometry) A circle or a line, the two being regarded as types of a single form.


Möbius transformation

Möbius transformation (plural Möbius transformations)

Möbius transformations (plural)
Mobius transformation (alternative)
Moebius transformation (alternative)

Named for German mathematician and theoretical astronomer August Ferdinand Möbius (1790–1868).

2008, J. Vernon Armitage, John Parker, Jørgensen's inequality for Non-Archimedean Metric Spaces, Mikhail Kapranov, Sergii Kolyada, Yu. I. Manin, Pieter Moree, Leonid Potyagailo (editors), Geometry and Dynamics of Groups and Spaces: In Memory of Alexander Reznikov, page 97,
Jørgensen's inequality gives a necessary condition for a non-elementary group of Möbius transformations to be discrete.

2012, Martin Delacourt, Petr Kůrka, Finite State Transducers of Modular Möbius Number Systems, Branislav Rovan, Vladimiro Sassone, Peter Widmayer (editors), Mathematical Foundations of Computer Science 2012, 37th International Symposium, MFCS 2012, Proceedings, Springer, LNCS 7464, page 323,
Modular Möbius number systems consist of Möbius transformations with integer coefficients and unit determinant.

Classical Kleinian groups are discrete subgroups of Möbius transformations which act on the Riemann sphere with a nonempty region of discontinuity.

2013, Angel Cano, Juan Pablo Navarrete, Seade Kuri José Antonio, Complex Kleinian Groups, page 1:

complex projective line
complex projective line

(geometry, complex analysis) A transformation of the extended complex plane that is a rational function of the form f(z) = (az + b) / (cz + d), where a, b, c, d are complex numbers such that ad − bc ≠ 0; an automorphism of the complex projective line.

August Ferdinand Möbius
Möbius transformation


point at infinity

point at infinity (plural points at infinity)

1960, Roger A. Johnson, Advanced Euclidean Geometry, Republished 2007, page 45,
In the geometry of inversion, therefore, it is usual to sacrifice the line of points at infinity which is so useful in other fields, and adopt the convention of a single point at infinity, the inverse of the center of the circle of inversion.

As the degree form Y² or X² of a parabola has only a single root, it has only one point at infinity.

1990, Shreeram Shankar Abhyankar, Algebraic Geometry for Scientists and Engineers, page 10:

1997, Susan Addington, Stuart Levy, Lost in the Fun House: An Application of Dynamic Projective Geometry, James King, Doris Schattschneider, Geometry Turned On: Dynamic Software in Learning, Teaching, and Research, page 159,
To unify the treatment of concurrent and parallel lines, define a point at infinity for each family of parallel lines, and declare each point at infinity to lie on each of the parallel lines that define it. […] Now parallel lines meet at infinity, and vanishing points are the images of points at infinity.

Projective space is, by definition, the collection of the points in affine space together with the points at infinity.

2003, Ron Goldman, Pyramid Algorithms: A Dynamic Programming Approach to Curves and Surfaces for Geometric Modeling, page 18:

(geometry, Euclidean projective geometry) Any point added to a space to achieve projective completion.

Hyperbolic geometry provides each line with two points at infinity. Whether there is a piece of the line beyond the points at infinity, completing the piece lying in the finite to a closed curve, we cannot say, since we cannot move as far as the points at infinity, let alone beyond them.

1996, John Stillwell, Sources of Hyperbolic Geometry, page 82:

2007, Maurice Margenstern, Cellular Automata in Hyperbolic Spaces, Volume 1: Theory, page 66,
As we have seen, points at infinity behave as ordinary points: a single line passes through two distinct points at infinity or through a point in the plane and a point at infinity.
This representation of the points at infinity is a difference between the disc and the half-plane models of Poincaré, […] .

To describe a parabolic transformation f of the hyperbolic plane, we consider two parallel lines l and l’ and we call ω their common point at infinity.

2012, Norbert A'Campo, Athanase Papadopoulos, “Notes on non-Euclidean Geometry”, in Athanase Papadopoulos, editor, Strasbourg Master Class on Geometry, page 126:

(geometry, hyperbolic geometry) An ideal point.


circle inversion

circle inversion (plural circle inversions)

The first of these is obtained by the method of circle inversion first discovered by Peaucellier.

1875, A. B. Kempe, On Some New Limkages: Messenger of Mathematics, volume 4, page 121:

Nikolai Joukowski (1847-1921) was a Russian mathematician who did research in aerodynamics (James and James, 1992). He used circle inversion in the complex number plane to study airfoil shapes.

1997, Mathematical Association of America, MAA Notes, numbers 41-42, page 169:

As is common with nonlinear projections, it is possible to come up with many variants of circle inversions.[…]An obvious (but perhaps not very useful) extension of circle inversion is sphere inversion, where the spaces inside and outside a sphere are swapped.

2011, David Salomon, The Computer Graphics Manual, page 88:

(geometry, inversive geometry, for a given circle with centre O and radius r) A transformation that maps any point P ≠ O to the point P’ on the ray from O through P for which OP × OP’ = r², and which maps O to the point at infinity.


稜柱

/lɤŋ³⁵ ʈ͡ʂu⁵¹/

/lɪŋ²¹ t͡sʰyː¹³/

/lɤŋ³⁵ ʈ͡ʂu⁵¹/

/lɪŋ²¹ t͡sʰyː¹³/

prism (polyhedron with parallel ends of the same size and shape)


圓柱體

/ɥɛn³⁵ ʈ͡ʂu⁵¹ tʰi²¹⁴⁻²¹⁽⁴⁾/

/jyːn²¹ t͡sʰyː¹³ tʰɐi̯³⁵/

/ɥɛn³⁵ ʈ͡ʂu⁵¹ tʰi²¹⁴⁻²¹⁽⁴⁾/

/jyːn²¹ t͡sʰyː¹³ tʰɐi̯³⁵/


螺線

/lu̯ɔ³⁵ ɕi̯ɛn⁵¹/

/lɔː²¹ siːn³³/

/lu̯ɔ³⁵ ɕi̯ɛn⁵¹/

/lɔː²¹ siːn³³/


角錐體

ㄐㄧㄠˇ ㄓㄨㄟ ㄊㄧˇ

ㄐㄧㄠˇ ㄓㄨㄟ ㄊㄧˇ

/t͡ɕi̯ɑʊ̯²¹⁴⁻²¹ ʈ͡ʂu̯eɪ̯⁵⁵ tʰi²¹⁴⁻²¹⁽⁴⁾/

/kɔːk̚³ t͡sɵy̯⁵⁵ tʰɐi̯³⁵/

/kɔːk̚³ t͡sɵy̯⁵⁵ tʰɐi̯³⁵/


立方體

/li⁵¹ fɑŋ⁵⁵ tʰi²¹⁴⁻²¹⁽⁴⁾/

/laːp̚² fɔːŋ⁵⁵ tʰɐi̯³⁵/

/lɐp̚² fɔːŋ⁵⁵ tʰɐi̯³⁵/

/li⁵¹ fɑŋ⁵⁵ tʰi²¹⁴⁻²¹⁽⁴⁾/

/laːp̚² fɔːŋ⁵⁵ tʰɐi̯³⁵/

/lɐp̚² fɔːŋ⁵⁵ tʰɐi̯³⁵/

cube (polyhedron having six identical square faces)


Morley triangle

Morley triangle (plural Morley triangles)

Named for Anglo-American mathematician Frank Morley.

Show that the sides of the Morley triangle of T (cf. 10.3.10) lie on three of those lines (notice that each vertex of the Morley triangle is the center of a cardioid lying inside T and tangent to all its sides, one of them twice.)

2009, Marcel Berger, Geometry I, page 276:

The length of a side of the Morley triangle of a given triangle T is less than one third the length of the smallest side of T.
Remark. The Morley triangle of T is the equilateral triangle formed by the intersection in pairs of the angle trisectors of T.

2013, Dragoslav S. Mitrinovic, J. Pecaric, V. Volenec, Recent Advances in Geometric Inequalities, page 276:

There are a total of 18 Morley triangles that can be constructed. One amusing article I spotted on the web was from a math enthusiast who wrote a computer program trying to illustrate the central Morley triangle we started with, but due to a bug actually trisected the exterior angles in come cases... and was surprised to produce equilateral Morley triangles anyway!

2016, Erik Seligman, Math Mutation Classics, page 27:

Morley's trisector theorem
Morley's trisector theorem

equilateral triangle
equilateral triangle

(geometry) Any of a number of triangles described in Morley's trisector theorem, especially the equilateral triangle formed from the points of intersection of adjacent angle trisectors of a given triangle.

triangle de Morley

first Morley triangle, Morley's triangle

equilateral triangle formed by intersection points of adjacent trisectors


meánlíne

head

meánlíne f (genitive singular meánlíne, nominative plural meánlínte)

meánlíne (genitive singular)
meánlínte (nominative plural)
meánlíne (indefinite nominative singular)
meánlínte (indefinite nominative plural)
a mheánlíne (indefinite singular vocative)
a mheánlínte (indefinite plural vocative)
meánlíne (genitive indefinite singular)
meánlínte (genitive indefinite plural)
meánlíne (dative indefinite singular)
meánlínte (dative indefinite plural)
an mheánlíne (definite nominative singular)
na meánlínte (definite nominative plural)
na meánlíne (definite genitive singular)
na meánlínte (definite genitive plural)
leis an meánlíne (dative definite singular)
don mheánlíne (dative definite singular)
leis na meánlínte (dative definite plural)
meánlíne
mheánlíne

From meán- (“middle, medial, medium, mean, average”) + líne (“line”).


四面體

/sz̩⁵¹⁻⁵³ mi̯ɛn⁵¹ tʰi²¹⁴⁻²¹⁽⁴⁾/

/sei̯³³ miːn²² tʰɐi̯³⁵/

/sz̩⁵¹⁻⁵³ mi̯ɛn⁵¹ tʰi²¹⁴⁻²¹⁽⁴⁾/

/sei̯³³ miːn²² tʰɐi̯³⁵/


四邊形

/sz̩⁵¹ pi̯ɛn⁵⁵ ɕiŋ³⁵/

/sei̯³³ piːn⁵⁵ jɪŋ²¹/

/si²¹³⁻⁵⁵ pieŋ³³⁻²³ heŋ⁵⁵/

/sz̩⁵¹ pi̯ɛn⁵⁵ ɕiŋ³⁵/

/sei̯³³ piːn⁵⁵ jɪŋ²¹/

/si²¹³⁻⁵⁵ pieŋ³³⁻²³ heŋ⁵⁵/

圓內接四邊形

圆内接四边形


勾股定理

ㄍㄡ ㄍㄨˇ ㄉㄧㄥˋ ㄌㄧˇ

ㄍㄡ ㄍㄨˇ ㄉㄧㄥˋ ㄌㄧˇ

/koʊ̯⁵⁵ ku²¹⁴⁻²¹ tiŋ⁵¹ li²¹⁴⁻²¹⁽⁴⁾/

/ŋɐu̯⁵⁵ kuː³⁵ tɪŋ²² lei̯¹³/

/koʊ̯⁵⁵ ku²¹⁴⁻²¹ tiŋ⁵¹ li²¹⁴⁻²¹⁽⁴⁾/

/ŋɐu̯⁵⁵ kuː³⁵ tɪŋ²² lei̯¹³/


Euler line

Euler lines (plural)
Euler's line (alternative)

Named for Swiss mathematician Leonhard Euler.

Since the line joining the circumcenter and orthocenter of a triangle is its Euler line, we see that this parabola is the envelope of the Euler lines of the triangles Aᵢ.

1983, The American Mathematical Monthly, volume 40, page 199:

The Euler line in the preceding figure is OH. N, the center of the nine-point circle, not only lies on the Euler line, but is also its midpoint.

2000, Alfred S. Posamentier, Making Geometry Come Alive: Student Activities and Teacher Notes, page 147:

2011, Derek Allan Holton, A Second Step to Mathematical Olympiad Problems, World Scientific Publishing, Mathematical Olympiad Series, Volume 7, page 57,
Show that the perpendicular bisector of LM in Figure 2.5 meets the Euler line halfway between the orthocentre and the circumcentre of ΔABC.

(geometry) A line that, for a given triangle, passes through several important points, including the circumcentre, orthocentre and centroid; an analogous line for certain other 2- and 3-dimensional geometric figures.


ఘనము

ghanamu (romanization)
ఘనము లు (plural)
ఘనం (alternative)


Exeter point

Named for the Phillips Exeter Academy (in the town of Exeter, New Hampshire), where it was discovered during a computers-in-mathematics workshop in 1986.

It ^([the Euler line]) passes through the centroid, the Exeter point and the center of the nine-point circle of the triangle.

2015, Gerard Venema, Just the Facts 101: Foundations of Geometry, Cram101 Textbook Reviews, unnumbered page:

(geometry, given a triangle ΔABC whose medians intersect its circumcircle at {A, A’}, {B, B’} and {C, C’} and ΔDEF constructed from the tangent lines at A, B and C such that D, E and F are respectively opposite A, B and C) The point of concurrence of the rays DA’, EB’ and FC’.

B and C such that D; E and F are respectively opposite A; B and C; B and C such that D; E and F are respectively opposite A; B and C

Clark Kimberling
Encyclopedia of Triangle Centers
Exeter point
Exeter, New Hampshire
Phillips Exeter Academy


inversive geometry

en-noun

inversive geometry (countable and uncountable, plural inversive geometries)

1983, John Willard Milnor, On the Geometry of the Kepler Problem, The American Mathematical Monthly, Volume 90, reprinted in 1994, John Milnor, Collected Papers, I: Geometry, page 261,
In particular, the non-Euclidean geometry of Lobachevsky and Bolyai, and the inversive geometry of Steiner play an important role.

The study of properties of such families of circles gave rise to a new geometry, called inversive geometry, which was able to provide particularly striking proofs of previously known results in Euclidean geometry as well as new results.

1999, David A. Brannan, Matthew F. Esplen, Jeremy J. Gray, Geometry, page 2:

Even after that, despite the need identified by Klein, Kasner, and J. W. Young, foundations of inversive geometry did not receive much research attention.
David Hilbert's school at Göttingen spawned an axiomatization of inversive geometry by B. L. van der Waerden and Lucas J. Smid in 1935.

2007, Elena Anne Marchisotto, James T. Smith, The Legacy of Mario Pieri in Geometry and Arithmetic, page 143:

(geometry) The branch of geometry concerned with inversion transformations, specifically circle inversions in the Euclidean plane, but also as generalised in non-Euclidean and higher-dimensional spaces.

geometria inwersyjna

branch of geometry concerned with inversions


right trapezoid

right trapezoid (plural right trapezoids)

Right trapezoids are used in the trapezoidal rule for estimating areas under a curve.

(geometry) A trapezoid with two adjacent right angles


հատված

head

հատված • (hatvac) (traditional orthography spelling հատուած)

hatvac (romanization)
orthography spelling հատուած (traditional)
հատված (nominative singular)
հատվածներ (nominative plural)
հատվածի (dative singular)
հատվածների (dative plural)
հատվածից (ablative singular)
հատվածներից (ablative plural)
հատվածով (instrumental singular)
հատվածներով (instrumental plural)
հատվածում (locative singular)
հատվածներում (locative plural)
հատվածը (definite nominative singular)
հատվածն (definite nominative singular)
հատվածները (definite nominative plural)
հատվածներն (definite nominative plural)
հատվածին (dative definite singular)
հատվածներին (dative definite plural)
հատվածս (first-person nominative possessive singular)
հատվածներս (first-person nominative plural possessive)
հատվածիս (dative first-person possessive singular)
հատվածներիս (dative first-person plural possessive)
հատվածիցս (ablative first-person possessive singular)
հատվածներիցս (ablative first-person plural possessive)
հատվածովս (first-person instrumental possessive singular)
հատվածներովս (first-person instrumental plural possessive)
հատվածումս (first-person locative possessive singular)
հատվածներումս (first-person locative plural possessive)
հատվածդ (nominative possessive second-person singular)
հատվածներդ (nominative plural possessive second-person)
հատվածիդ (dative possessive second-person singular)
հատվածներիդ (dative plural possessive second-person)
հատվածիցդ (ablative possessive second-person singular)
հատվածներիցդ (ablative plural possessive second-person)
հատվածովդ (instrumental possessive second-person singular)
հատվածներովդ (instrumental plural possessive second-person)
հատվածումդ (locative possessive second-person singular)
հատվածներումդ (locative plural possessive second-person)

hy-decl-noun

հատվածը / հատվածն

հատվածները / հատվածներն

հատվածներում

հատվածներիցս

հատվածներովս

հատվածներումս

հատվածներիցդ

հատվածներովդ

հատվածներումդ


flecho

Borrowed from French flèche, Italian freccia, Spanish flecha.


midcircle

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

Every triangle has a midcircle, and its center is the fourth kind of middle point that a triangle can have. In 1767 Leonhard Euler proved that for all triangles, the orthocenter, the circumcenter, the centroid and the center of the midcircle are always on the same line.

2010, Alex Bellos, Here's Looking at Euclid, page 61:

(geometry) The circle (if one exists) that passes through the midpoint of each side of a given polygon, especially a triangle.


difference quotient

en-noun

difference quotient (plural difference quotients)

mathematical analysis
mathematical analysis

(mathematical analysis) A mathematical quantity of the form (f(a+h)-f(a))/h for some function f(x), having two main interpretations:

(geometry) The slope of the secant line passing through the points (a,,f(a)) and (a+h,,f(a+h)). As the horizontal distance h>0 between the points approaches zero, the slope of this secant line approaches the slope of the tangent line to f(x) at x=a, which is equal to the derivative of f(x) at x=a.


sekant

head

sekant c (singular definite sekanten, plural indefinite sekanter)

sekanten (definite singular)
sekanter (indefinite plural)
sekant (indefinite nominative singular)
sekanten (definite nominative singular)
sekanter (indefinite nominative plural)
sekanterne (definite nominative plural)
sekants (genitive indefinite singular)
sekantens (definite genitive singular)
sekanters (genitive indefinite plural)
sekanternes (definite genitive plural)


วงรี

th-noun

วงรี • (wong-rii) (classifier รูป or วง)

wong-rii (romanization)
รูป (classifier)
วง (classifier)


aibsíse

head

aibsíse f (genitive singular aibsíse, nominative plural aibsísí)

aibsíse (genitive singular)
aibsísí (nominative plural)
aibsíse (indefinite nominative singular)
aibsísí (indefinite nominative plural)
a aibsíse (indefinite singular vocative)
a aibsísí (indefinite plural vocative)
aibsíse (genitive indefinite singular)
aibsísí (genitive indefinite plural)
aibsíse (dative indefinite singular)
aibsísí (dative indefinite plural)
an aibsíse (definite nominative singular)
na haibsísí (definite nominative plural)
na haibsíse (definite genitive singular)
na n-aibsísí (definite genitive plural)
leis an aibsíse (dative definite singular)
don aibsíse (dative definite singular)
leis na haibsísí (dative definite plural)
aibsíse
n-aibsíse
haibsíse


弧度

/hɔ²⁴⁻²² tɔ²²/

/hɔ²⁴⁻²² tɔ⁴¹/

/hɔ¹³⁻²² tɔ²²/

/hɔ²⁴⁻²² tɔ²²/

/hɔ²⁴⁻²² tɔ⁴¹/

/hɔ¹³⁻²² tɔ²²/


semimean

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

The planes in which lie the semimajor and semimean axes of both the pebbles and quartz-feldspar aggregates coincide with those of the crystalline schistosity (Sj, which follows the bedding (S0).

1970, Akademii͡a︡ nauk SSSR, Doklady of the Academy of Sciences of the U.S.S.R:

(geometry) Pertaining to half the length of the middle axis on an ellipse (halfway between the major and minor axes).


錐體

/ʈ͡ʂu̯eɪ̯⁵⁵ tʰi²¹⁴⁻²¹⁽⁴⁾/

/t͡sɵy̯⁵⁵ tʰɐi̯³⁵/

/ʈ͡ʂu̯eɪ̯⁵⁵ tʰi²¹⁴⁻²¹⁽⁴⁾/

/t͡sɵy̯⁵⁵ tʰɐi̯³⁵/


錐形

/ʈ͡ʂu̯eɪ̯⁵⁵ ɕiŋ³⁵/

/t͡sɵy̯⁵⁵ jɪŋ²¹/

/ʈ͡ʂu̯eɪ̯⁵⁵ ɕiŋ³⁵/

/t͡sɵy̯⁵⁵ jɪŋ²¹/


拱形

/kʊŋ²¹⁴⁻²¹ ɕiŋ³⁵/

/kʊŋ³⁵ jɪŋ²¹/

/kʊŋ²¹⁴⁻²¹ ɕiŋ³⁵/

/kʊŋ³⁵ jɪŋ²¹/


正六面體

ㄓㄥˋ ㄌㄧㄡˋ ㄇㄧㄢˋ ㄊㄧˇ

ㄓㄥˋ ㄌㄧㄡˋ ㄇㄧㄢˋ ㄊㄧˇ

чжэнлюмяньти

/ʈ͡ʂɤŋ⁵¹⁻⁵³ li̯oʊ̯⁵¹⁻⁵³ mi̯ɛn⁵¹ tʰi²¹⁴⁻²¹⁽⁴⁾/

/t͡sɪŋ³³ lʊk̚² miːn²² tʰɐi̯³⁵/

/t͡sɪŋ³³ lʊk̚² miːn²² tʰɐi̯³⁵/


六面體

ㄌㄧㄡˋ ㄇㄧㄢˋ ㄊㄧˇ

ㄌㄧㄡˋ ㄇㄧㄢˋ ㄊㄧˇ

/li̯oʊ̯⁵¹⁻⁵³ mi̯ɛn⁵¹ tʰi²¹⁴⁻²¹⁽⁴⁾/

/lʊk̚² miːn²² tʰɐi̯³⁵/

/li̯oʊ̯⁵¹⁻⁵³ mi̯ɛn⁵¹ tʰi²¹⁴⁻²¹⁽⁴⁾/

/lʊk̚² miːn²² tʰɐi̯³⁵/


લંબચોરસ

lambcŏras (romanization)
લંબચોરસ (nominative singular)
લંબચોરસો (nominative plural)
લંબચોરસ (oblique singular)
લંબચોરસો (oblique plural)
લંબચોરસ (singular vocative)
લંબચોરસો (plural vocative)
લંબચોરસે (instrumental singular)
લંબચોરસોએ (instrumental plural)
લંબચોરસે (locative singular)
લંબચોરસોએ (locative plural)


трапеция

kk-noun

трапеция • (trapesiä)

trapesiä (romanization)
трапеция (nominative singular)
трапециялар (nominative plural)
трапецияның (genitive singular)
трапециялардың (genitive plural)
трапецияға (dative singular)
трапецияларға (dative plural)
трапецияны (accusative singular)
трапецияларды (accusative plural)
трапецияда (locative singular)
трапецияларда (locative plural)
трапециядан (ablative singular)
трапециялардан (ablative plural)
трапециямен (instrumental singular)
трапециялармен (instrumental plural)

kk-decl-noun

трапециялардың

трапецияларға

трапецияларды

трапецияларда

трапециялардан

трапециялармен

Borrowed from Russian трапе́ция (trapécija), from Ancient Greek τράπεζα (trápeza, “table”).

der

(geometry) trapezium (polygon with two parallel sides)

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


трапеция

ru-noun+

трапе́ция • (trapécija) f inan (genitive трапе́ции, nominative plural трапе́ции, genitive plural трапе́ций)

трапе́ция (canonical)
trapécija (romanization)
трапе́ции (genitive)
трапе́ции (nominative plural)
трапе́ций (genitive plural)
трапе́ция (nominative singular)
трапе́ции (nominative plural)
трапе́ции (genitive singular)
трапе́ций (genitive plural)
трапе́ции (dative singular)
трапе́циям (dative plural)
трапе́цию (accusative singular)
трапе́ции (accusative plural)
трапе́цией (instrumental singular)
трапе́циею (instrumental singular)
трапе́циями (instrumental plural)
трапе́ции (prepositional singular)
трапе́циях (plural prepositional)


параллелепипед

parallelepiped (romanization)
параллелепипед (nominative singular)
параллелепипедтер (nominative plural)
параллелепипедтің (genitive singular)
параллелепипедтердің (genitive plural)
параллелепипедке (dative singular)
параллелепипедтерге (dative plural)
параллелепипедті (accusative singular)
параллелепипедтерді (accusative plural)
параллелепипедте (locative singular)
параллелепипедтерде (locative plural)
параллелепипедтен (ablative singular)
параллелепипедтерден (ablative plural)
параллелепипедпен (instrumental singular)
параллелепипедтермен (instrumental plural)

kk-decl-noun

параллелепипед

параллелепипедтер

параллелепипедтің

параллелепипедтердің

параллелепипедке

параллелепипедтерге

параллелепипедті

параллелепипедтерді

параллелепипедте

параллелепипедтерде

параллелепипедтен

параллелепипедтерден

параллелепипедпен

параллелепипедтермен

Borrowed from Russian параллелепи́пед (parallelepíped), from Ancient Greek παραλληλεπίπεδος (parallēlepípedos, “with parallel surfaces”), from παράλληλος (parállēlos, “parallel”) + ἐπίπεδος (epípedos, “plane”).

bor

параллелепи́пед

der

παραλληλεπίπεδος

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


параллелепипед

ru-noun+

параллелепи́пед

параллелепи́пед • (parallelepíped) m inan (genitive параллелепи́педа, nominative plural параллелепи́педы, genitive plural параллелепи́педов)

параллелепи́пед (canonical)
parallelepíped (romanization)
параллелепи́педа (genitive)
параллелепи́педы (nominative plural)
параллелепи́педов (genitive plural)
параллелепи́пед (nominative singular)
параллелепи́педы (nominative plural)
параллелепи́педа (genitive singular)
параллелепи́педов (genitive plural)
параллелепи́педу (dative singular)
параллелепи́педам (dative plural)
параллелепи́пед (accusative singular)
параллелепи́педы (accusative plural)
параллелепи́педом (instrumental singular)
параллелепи́педами (instrumental plural)
параллелепи́педе (prepositional singular)
параллелепи́педах (plural prepositional)

[pərəlʲɪlʲɪˈpʲipʲɪt]

ru:параллелепипед


Wénkel

From Old High German winkil, from Proto-West Germanic *winkil. Cognate with German Winkel, Dutch winkel, English winkle.


平面幾何

ㄆㄧㄥˊ ㄇㄧㄢˋ ㄐㄧˇ ㄏㄜˊ

ㄆㄧㄥˊ ㄇㄧㄢˋ ㄐㄧˇ ㄏㄜˊ

пинмянь цзихэ

/pʰiŋ³⁵ mi̯ɛn⁵¹ t͡ɕi²¹⁴⁻²¹ xɤ³⁵/

/pʰɪŋ²¹ miːn²²⁻³⁵ kei̯³⁵ hɔː²¹/

/pʰiŋ³⁵ mi̯ɛn⁵¹ t͡ɕi²¹⁴⁻²¹ xɤ³⁵/

/pʰɪŋ²¹ miːn²²⁻³⁵ kei̯³⁵ hɔː²¹/


plane geometry

The study of figures having parts that lie in a singular plane.


hiperbolă

hiperbole (plural)
hiperbolă (accusative indefinite nominative singular)
hiperbola (accusative definite nominative singular)
hiperbole (accusative indefinite nominative plural)
hiperbolele (accusative definite nominative plural)
hiperbole (indefinite singular)
hiperbolei (definite singular)
hiperbole (indefinite plural)
hiperbolelor (definite plural)
iperbolă (alternative)


усечённый

усечённый (masculine nominative)
усечённое (neuter nominative)
усечённая (feminine nominative)
усечённые (nominative plural)
усечённого (genitive masculine neuter)
усечённой (feminine genitive)
усечённых (genitive plural)
усечённому (dative masculine neuter)
усечённой (dative feminine)
усечённым (dative plural)
усечённого (accusative animate masculine)
усечённое (accusative neuter)
усечённую (accusative feminine)
усечённых (accusative animate plural)
усечённый (accusative inanimate masculine)
усечённые (accusative inanimate plural)
усечённым (instrumental masculine neuter)
усечённой (feminine instrumental)
усечённою (feminine instrumental)
усечёнными (instrumental plural)
усечённом (masculine neuter prepositional)
усечённой (feminine prepositional)
усечённых (plural prepositional)
усечён (masculine short-form)
усечено́ (neuter short-form)
усечена́ (feminine short-form)
усечены́ (plural short-form)

[ʊsʲɪˈt͡ɕɵnːɨj]


ચોરસ

cŏras (romanization)
ચોરસ (nominative singular)
ચોરસો (nominative plural)
ચોરસ (oblique singular)
ચોરસો (oblique plural)
ચોરસ (singular vocative)
ચોરસો (plural vocative)
ચોરસે (instrumental singular)
ચોરસોએ (instrumental plural)
ચોરસે (locative singular)
ચોરસોએ (locative plural)

Inherited from Prakrit 𑀘𑀉𑀭𑀲𑁆𑀲 (caürassa), from Sanskrit चतुरश्र (caturaśra).


heksaeder

head

heksaeder n (singular definite heksaederet, plural indefinite heksaedre)

heksaederet (definite singular)
heksaedre (indefinite plural)
heksaeder (indefinite nominative singular)
heksaederet (definite nominative singular)
heksaedre (indefinite nominative plural)
heksaedrene (definite nominative plural)
heksaeders (genitive indefinite singular)
heksaederets (definite genitive singular)
heksaedres (genitive indefinite plural)
heksaedrenes (definite genitive plural)
hexaeder (alternative)

From Ancient Greek ἕξ (héx, “six”) + ἕδρα (hédra, “seat”).


מרובע

he-noun

מרובע / מְרֻבָּע • (m'rubá') m [pattern: מְקֻטָּל]

מְרֻבָּע (canonical)
m'rubá' (romanization)

(geometry) quadrilateral (a polygon with four sides)


వలయము

valayamu (romanization)
వలయము లు (plural)


wierzchołek

wierzchołek (nominative singular)
wierzchołki (nominative plural)
wierzchołka (genitive singular)
wierzchołków (genitive plural)
wierzchołkowi (dative singular)
wierzchołkom (dative plural)
wierzchołek (accusative singular)
wierzchołki (accusative plural)
wierzchołkiem (instrumental singular)
wierzchołkami (instrumental plural)
wierzchołku (locative singular)
wierzchołkach (locative plural)
wierzchołku (singular vocative)
wierzchołki (plural vocative)


επίπεδη γεωμετρία

head

επίπεδη γεωμετρία • (epípedi geometría) f (uncountable)


Quader

de-noun

Quader m (strong, genitive Quaders, plural Quader)

Quaders (genitive)
Quader (plural)
Quader (nominative singular)
Quader (definite nominative plural)
Quaders (genitive singular)
Quader (definite genitive plural)
Quader (dative singular)
Quadern (dative definite plural)
Quader (accusative singular)
Quader (accusative definite plural)

From Middle High German quāder; derived from Latin quā̆drum (“square”). Cognate with French carreau, Italian quadro (“square”).

Der Quader ist in der Anfangslage vorn grau, rechts schwarz, hinten grün, links rot, oben weiß und unten gelb. Kippt nun in Gedanken den Quader wie oben beschrieben.

2013, Hans-Georg Weigand, Andreas Filler, Reinhard Hölzl, Sebastian Kuntze, Matthias Ludwig, Jürgen Roth, Barbara Schmidt-Thieme, Gerald Wittmann, Didaktik der Geometrie für die Sekundarstufe I, Springer-Verlag, →ISBN, page 155:

The cuboid is, in the initial position, gray in the front, black on the right side, green on the backside, red on the left side, white above and yellow below. In your thoughts only, turn the cuboid as described above.

Das Volumen eines Quaders mit den Kanten a, b und c berechnet sich wie folgt: Volumen des Quaders = Länge · Breite · Höhe = a · b · c

2007, Dieter Endner, Mathematik: Illustrierte Power-Selbsthilfe und Nachschlagewerk für Gymnasium und integrierte Gesamtschule, Wagner Verlag sucht Autoren, →ISBN, page 85:

The volume of a cuboid with edges of lengths a, b and c is calculated as follows: volume of the cuboid = length · width · height = a · b · c

Geometrisch gesagt: Die Quader J′ und J″ haben genau eine gemeinsame Seite.

2013, Andrei Duma, Kompaktkurs Mathematik für Ingenieure und Naturwissenschaftler, Springer-Verlag, →ISBN, page 421:

In geometrical terms: the cuboids J′ and J″ have precisely one side in common.


chainette

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


正方體

/ʈ͡ʂɤŋ⁵¹ fɑŋ⁵⁵ tʰi²¹⁴⁻²¹⁽⁴⁾/

/t͡sɪŋ³³ fɔːŋ⁵⁵ tʰɐi̯³⁵/

/ʈ͡ʂɤŋ⁵¹ fɑŋ⁵⁵ tʰi²¹⁴⁻²¹⁽⁴⁾/

/t͡sɪŋ³³ fɔːŋ⁵⁵ tʰɐi̯³⁵/

(geometry) Alternative name for 立方體／立方体 (lìfāngtǐ, “cube”).


正方

/ʈ͡ʂɤŋ⁵¹ fɑŋ⁵⁵/

/t͡sɪŋ³³ fɔːŋ⁵⁵/

/t͡sɨn⁵⁵ foŋ²⁴/

/ʈ͡ʂɤŋ⁵¹ fɑŋ⁵⁵/

/t͡sɪŋ³³ fɔːŋ⁵⁵/

/t͡sɨn⁵⁵ foŋ²⁴/

(geometry, attributive) relating to a square or a cube


hexlet

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

(geometry) A chain of six spheres, each of which is tangent to both of its neighbours and also to three mutually tangent given spheres.


đều

Non-Sino-Vietnamese reading of Chinese 調 (“harmonious; matching”, SV: điều).

der

SV: <i class="Latn mention" lang="vi">điều</i>


延長線

ㄧㄢˊ ㄔㄤˊ ㄒㄧㄢˋ

ㄧㄢˊ ㄔㄤˊ ㄒㄧㄢˋ

/jɛn³⁵ ʈ͡ʂʰɑŋ³⁵ ɕi̯ɛn⁵¹/

/jiːn²¹ t͡sʰœːŋ²¹ siːn³³/

/jɛn³⁵ ʈ͡ʂʰɑŋ³⁵ ɕi̯ɛn⁵¹/

/jiːn²¹ t͡sʰœːŋ²¹ siːn³³/

(geometry, engineering) extended line (usually as an auxiliary line)


延長線

ja-noun

延(えん)長(ちょう)線(せん) • (enchōsen) ^(←えんちやうせん (entyausen)?)

延長線 (canonical)
enchōsen (romanization)
entyausen (romanization)
えんちやうせん (hiragana historical)

[ẽ̞ɲ̟t͡ɕo̞ːsẽ̞ɴ]


ἔλλειψις

grc-noun

ἔλλειψῐς • (élleipsĭs) f (genitive ἐλλείψεως); third declension

ἔλλειψῐς (canonical)
élleipsĭs (romanization)
ἐλλείψεως (genitive)
ἡ ἔλλειψῐς (nominative singular)
ἐλλείψει (dual nominative)
αἱ ἐλλείψεις (nominative plural)
τῆς ἐλλείψεως (genitive singular)
ἐλλειψέοιν (dual genitive)
ἐλλείψεων (genitive plural)
τῇ ἐλλείψει (dative singular)
ἐλλειψέοιν (dative dual)
ταῖς ἐλλείψεσῐ (dative plural)
ἐλλείψεσῐν (dative plural)
taîs elleípsesĭ (dative plural)
taîs elleípsesĭn (dative plural)
τὴν ἔλλειψῐν (accusative singular)
ἐλλείψει (accusative dual)
τᾱ̀ς ἐλλείψεις (accusative plural)
ἔλλειψῐ (singular vocative)
ἐλλείψει (dual vocative)
ἐλλείψεις (plural vocative)

Greek: έλλειψη (élleipsi)

→ Latin: ellīpsis (see there for further descendants)

ἐλλείπω (elleípō, “to fall short, omit”) + -σις (-sis, verbal noun suffix), the former from ἐν- (en-) + λείπω (leípō, “to leave behind”).

affix

262 BCE – 190 BCE, Apollonius of Perga, Conics 1.13

(geometry) The conic section: an ellipse


трикутник

uk-noun

трику́тник<>

трику́тник • (trykútnyk) m inan (genitive трику́тника, nominative plural трику́тники, genitive plural трику́тників)

трику́тник (canonical)
trykútnyk (romanization)
трику́тника (genitive)
трику́тники (nominative plural)
трику́тників (genitive plural)
трику́тник (nominative singular)
трику́тники (nominative plural)
трику́тника (genitive singular)
трику́тників (genitive plural)
трику́тникові (dative singular)
трику́тнику (dative singular)
трику́тникам (dative plural)
трику́тник (accusative singular)
трику́тники (accusative plural)
трику́тником (instrumental singular)
трику́тниками (instrumental plural)
трику́тнику (locative singular)
трику́тниках (locative plural)
трику́тнику (singular vocative)
трику́тники (plural vocative)

uk-ndecl

трику́тник<>

From три- (try-, “tri-”) + кут (kut, “angle”) + -ник (-nyk). Compare Polish trójkąt, Serbo-Croatian трокут.


трикутний

uk-adj

трику́тний • (trykútnyj)

трику́тний (canonical)
trykútnyj (romanization)
трику́тний (masculine nominative singular)
трику́тне (neuter nominative singular)
трику́тна (feminine nominative singular)
трику́тні (nominative plural)
трику́тного (genitive masculine neuter singular)
трику́тної (feminine genitive singular)
трику́тних (genitive plural)
трику́тному (dative masculine neuter singular)
трику́тній (dative feminine singular)
трику́тним (dative plural)
трику́тного (accusative animate masculine singular)
трику́тне (accusative neuter singular)
трику́тну (accusative feminine singular)
трику́тних (accusative animate plural)
трику́тний (accusative inanimate masculine singular)
трику́тні (accusative inanimate plural)
трику́тним (instrumental masculine neuter singular)
трику́тною (feminine instrumental singular)
трику́тними (instrumental plural)
трику́тному (locative masculine neuter singular)
трику́тнім (locative masculine neuter singular)
трику́тній (feminine locative singular)
трику́тних (locative plural)
трику́тний (masculine singular vocative)
трику́тне (neuter singular vocative)
трику́тна (feminine singular vocative)
трику́тні (plural vocative)

From три- (try-) + кут (kut, “angle, corner”) + -ний (-nyj). Compare Polish trójkątny.


coirceog

head

coirceog f (genitive singular coirceoige, nominative plural coirceoga)

coirceoige (genitive singular)
coirceoga (nominative plural)
coirceog (indefinite nominative singular)
coirceoga (indefinite nominative plural)
a choirceog (indefinite singular vocative)
a choirceoga (indefinite plural vocative)
coirceoige (genitive indefinite singular)
coirceog (genitive indefinite plural)
coirceog (dative indefinite singular)
coirceoga (dative indefinite plural)
an choirceog (definite nominative singular)
na coirceoga (definite nominative plural)
na coirceoige (definite genitive singular)
na gcoirceog (definite genitive plural)
leis an gcoirceog (dative definite singular)
don choirceog (dative definite singular)
leis na coirceoga (dative definite plural)
coirceog
choirceog
gcoirceog

From coirce (“oats”) + -óg, from the similarity in shape.


tvinnrúmfræði

is-noun

tvinnrúmfræði f (genitive singular tvinnrúmfræði, no plural)

tvinnrúmfræði (genitive singular)
tvinnrúmfræði (indefinite nominative singular)
tvinnrúmfræðin (definite nominative singular)
tvinnrúmfræði (accusative indefinite singular)
tvinnrúmfræðina (accusative definite singular)
tvinnrúmfræði (dative indefinite singular)
tvinnrúmfræðinni (dative definite singular)
tvinnrúmfræði (genitive indefinite singular)
tvinnrúmfræðinnar (definite genitive singular)


雙曲線

/ʂu̯ɑŋ⁵⁵ t͡ɕʰy⁵⁵ ɕi̯ɛn⁵¹/

/sœːŋ⁵⁵ kʰʊk̚⁵ siːn³³/

/ʂu̯ɑŋ⁵⁵ t͡ɕʰy⁵⁵ ɕi̯ɛn⁵¹/

/sœːŋ⁵⁵ kʰʊk̚⁵ siːn³³/


双曲線

ja-noun

双(そう)曲(きょく)線(せん) • (sōkyokusen) ^(←さうきよくせん (saukyokusen)?)

双曲線 (canonical)
sōkyokusen (romanization)
saukyokusen (romanization)
さうきよくせん (hiragana historical)

[so̞ːkʲo̞kɯ̟̊sẽ̞ɴ]

From 双 (sō-, “bi-; di-”) + 曲線 (kyokusen, “curve”).


ไฮเพอร์โบลา

th-noun

ไฮเพอร์โบลา • (hai-pəə-boo-lâa)


spids vinkel

spids vinkel (indefinite nominative singular)
den spidse vinkel (definite nominative singular)
spidse vinkler (indefinite nominative plural)
de spidse vinkler (definite nominative plural)
spids vinkels (genitive indefinite singular)
den spidse vinkels (definite genitive singular)
spidse vinklers (genitive indefinite plural)
de spidse vinklers (definite genitive plural)


ret vinkel

ret vinkel (indefinite nominative singular)
den rette vinkel (definite nominative singular)
rette vinkler (indefinite nominative plural)
de rette vinkler (definite nominative plural)
ret vinkels (genitive indefinite singular)
den rette vinkels (definite genitive singular)
rette vinklers (genitive indefinite plural)
de rette vinklers (definite genitive plural)


stump vinkel

stump vinkel (indefinite nominative singular)
den stumpe vinkel (definite nominative singular)
stumpe vinkler (indefinite nominative plural)
de stumpe vinkler (definite nominative plural)
stump vinkels (genitive indefinite singular)
den stumpe vinkels (definite genitive singular)
stumpe vinklers (genitive indefinite plural)
de stumpe vinklers (definite genitive plural)


重合

/ʈ͡ʂʰʊŋ³⁵ xɤ³⁵/

/t͡sʰʊŋ²¹ hɐp̚²/

/teŋ⁵⁵⁻¹¹ haʔ⁴/

/ʈ͡ʂʰʊŋ³⁵ xɤ³⁵/

/t͡sʰʊŋ²¹ hɐp̚²/

/teŋ⁵⁵⁻¹¹ haʔ⁴/


全等

/t͡ɕʰy̯ɛn³⁵ tɤŋ²¹⁴⁻²¹⁽⁴⁾/

/t͡sʰyːn²¹ tɐŋ³⁵/

/t͡ɕʰy̯ɛn³⁵ tɤŋ²¹⁴⁻²¹⁽⁴⁾/

/t͡sʰyːn²¹ tɐŋ³⁵/

全等三角形


katete

head

katete c (singular definite kateten, plural indefinite kateter)

kateten (definite singular)
kateter (indefinite plural)
katete (indefinite nominative singular)
kateten (definite nominative singular)
kateter (indefinite nominative plural)
kateterne (definite nominative plural)
katetes (genitive indefinite singular)
katetens (definite genitive singular)
kateters (genitive indefinite plural)
kateternes (definite genitive plural)


對角

/tu̯eɪ̯⁵¹ t͡ɕi̯ɑʊ̯²¹⁴⁻²¹⁽⁴⁾/

/tu̯eɪ̯⁵¹ t͡ɕi̯aʊ̯ɻʷ²¹⁴⁻²¹⁽⁴⁾/

/tui²¹⁻⁵³ kak̚³²/

/tui⁴¹⁻⁵⁵⁴ kak̚⁵/

/tui²¹⁻⁵³ kak̚³²/

/tui¹¹⁻⁵³ kak̚³²/

/tui²¹⁻⁴¹ kak̚³²/

/tu̯eɪ̯⁵¹ t͡ɕi̯ɑʊ̯²¹⁴⁻²¹⁽⁴⁾/

/tu̯eɪ̯⁵¹ t͡ɕi̯aʊ̯ɻʷ²¹⁴⁻²¹⁽⁴⁾/

/tui²¹⁻⁵³ kak̚³²/

/tui⁴¹⁻⁵⁵⁴ kak̚⁵/

/tui²¹⁻⁵³ kak̚³²/

/tui¹¹⁻⁵³ kak̚³²/

/tui²¹⁻⁴¹ kak̚³²/


angolo giro

(geometry) an angle of 360 degrees; round angle


isoscel

ro-adj

isoscel m or n (feminine singular isoscelă, masculine plural isosceli, feminine and neuter plural isoscele)

isoscelă (feminine singular)
isosceli (masculine plural)
isoscele (feminine neuter plural)
isoscel (indefinite masculine neuter singular)
isoscelă (feminine indefinite singular)
isosceli (indefinite masculine plural)
isoscele (feminine indefinite neuter plural)
isoscelul (definite masculine neuter singular)
isoscela (definite feminine singular)
isoscelii (definite masculine plural)
isoscelele (definite feminine neuter plural)
isoscele (feminine indefinite singular)
isoscelului (definite masculine neuter singular)
isoscelei (definite feminine singular)
isoscelilor (definite masculine plural)
isoscelelor (definite feminine neuter plural)

Borrowed from French isocèle, from Latin īsoscelēs.


piramidă

piramide (plural)
piramidă (accusative indefinite nominative singular)
piramida (accusative definite nominative singular)
piramide (accusative indefinite nominative plural)
piramidele (accusative definite nominative plural)
piramide (indefinite singular)
piramidei (definite singular)
piramide (indefinite plural)
piramidelor (definite plural)

Borrowed from French pyramide, from Latin pyramis, from Ancient Greek πυραμίς (puramís).


رباعي

ar-nisba

رُبَاعِيّ • (rubāʕiyy) (feminine رُبَاعِيَّة (rubāʕiyya), masculine plural رُبَاعِيُّونَ (rubāʕiyyūna), feminine plural رُبَاعِيَّات (rubāʕiyyāt))

رُبَاعِيّ (canonical)
rubāʕiyy (romanization)
رُبَاعِيَّة (feminine)
رُبَاعِيُّونَ (masculine plural)
رُبَاعِيَّات (feminine plural)
رُبَاعِي (indefinite informal masculine singular triptote)
الرُّبَاعِي (definite informal masculine singular triptote)
رُبَاعِيَّة (ar-infl-a feminine indefinite informal singular triptote)
الرُّبَاعِيَّة (ar-infl-a definite feminine informal singular triptote)
رُبَاعِيٌّ (indefinite masculine nominative singular triptote)
الرُّبَاعِيُّ (definite masculine nominative singular triptote)
رُبَاعِيَّةٌ (ar-infl-a feminine indefinite nominative singular triptote)
الرُّبَاعِيَّةُ (ar-infl-a definite feminine nominative singular triptote)
رُبَاعِيًّا (accusative indefinite masculine singular triptote)
الرُّبَاعِيَّ (accusative definite masculine singular triptote)
رُبَاعِيَّةً (accusative ar-infl-a feminine indefinite singular triptote)
الرُّبَاعِيَّةَ (accusative ar-infl-a definite feminine singular triptote)
رُبَاعِيٍّ (genitive indefinite masculine singular triptote)
الرُّبَاعِيِّ (definite genitive masculine singular triptote)
رُبَاعِيَّةٍ (ar-infl-a feminine genitive indefinite singular triptote)
الرُّبَاعِيَّةِ (ar-infl-a definite feminine genitive singular triptote)
رُبَاعِيَّيْن (dual indefinite informal masculine singular triptote)
الرُّبَاعِيَّيْن (definite dual informal masculine singular triptote)
رُبَاعِيَّتَيْن (ar-infl-a dual feminine indefinite informal singular triptote)
الرُّبَاعِيَّتَيْن (ar-infl-a definite dual feminine informal singular triptote)
رُبَاعِيَّانِ (dual indefinite masculine nominative singular triptote)
الرُّبَاعِيَّانِ (definite dual masculine nominative singular triptote)
رُبَاعِيَّتَانِ (ar-infl-a dual feminine indefinite nominative singular triptote)
الرُّبَاعِيَّتَانِ (ar-infl-a definite dual feminine nominative singular triptote)
رُبَاعِيَّيْنِ (accusative dual indefinite masculine singular triptote)
الرُّبَاعِيَّيْنِ (accusative definite dual masculine singular triptote)
رُبَاعِيَّتَيْنِ (accusative ar-infl-a dual feminine indefinite singular triptote)
الرُّبَاعِيَّتَيْنِ (accusative ar-infl-a definite dual feminine singular triptote)
رُبَاعِيَّيْنِ (dual genitive indefinite masculine singular triptote)
الرُّبَاعِيَّيْنِ (definite dual genitive masculine singular triptote)
رُبَاعِيَّتَيْنِ (ar-infl-a dual feminine genitive indefinite singular triptote)
الرُّبَاعِيَّتَيْنِ (ar-infl-a definite dual feminine genitive singular triptote)
رُبَاعِيِّين (indefinite informal masculine plural sound-form)
الرُّبَاعِيِّين (definite informal masculine plural sound-form)
رُبَاعِيَّات (feminine indefinite informal plural sound-form)
الرُّبَاعِيَّات (definite feminine informal plural sound-form)
رُبَاعِيُّونَ (indefinite masculine nominative plural sound-form)
الرُّبَاعِيُّونَ (definite masculine nominative plural sound-form)
رُبَاعِيَّاتٌ (feminine indefinite nominative plural sound-form)
الرُّبَاعِيَّاتُ (definite feminine nominative plural sound-form)
رُبَاعِيِّينَ (accusative indefinite masculine plural sound-form)
الرُّبَاعِيِّينَ (accusative definite masculine plural sound-form)
رُبَاعِيَّاتٍ (accusative feminine indefinite plural sound-form)
الرُّبَاعِيَّاتِ (accusative definite feminine plural sound-form)
رُبَاعِيِّينَ (genitive indefinite masculine plural sound-form)
الرُّبَاعِيِّينَ (definite genitive masculine plural sound-form)
رُبَاعِيَّاتٍ (feminine genitive indefinite plural sound-form)
الرُّبَاعِيَّاتِ (definite feminine genitive plural sound-form)

Relative adjective (nisba) composed of رُبَاع (rubāʕ, “four at a time”) + ـِيّ (-iyy), from the root ر ب ع (r b ʕ); related to the numeral أَرْبَعَة (ʔarbaʕa, “four”).

ar-root

ر ب ع (r b ʕ)


Assume that ΔABC ≇ ΔDEF. Then a pair of corresponding angles, say A and D, is not congruent.

2021, Barbara E. Reynolds, William E. Fenton, College Geometry with GeoGebra (in English), John Wiley & Sons, →ISBN, page 77:


▱ABCD

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


◺ABC

A right triangle with vertices named A, B, and C in order.


◿ABC


ステラジアン

[sɨ̥te̞ɾa̠ʑiã̠ɴ]

Internationalism; see English steradian.


song song

[ʂawŋ͡m˧˧ ʂawŋ͡m˧˧]

[sɔŋ˧˧ sɔŋ˧˧]

[ʂawŋ͡m˧˧ ʂawŋ͡m˧˧]

LL-Q9199 (vie)-Penn Zero MSSJ-song song.wav

Sino-Vietnamese word from 雙雙; a duplication of song (“double”).

Trong cùng một mặt phẳng, hai đường thẳng song song không có điểm chung.

On a given plane, parallel lines do not share any points.


cubinder

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

(geometry) A cubical cylinder (four-dimensional analog of a cylinder)

(geometry) An irregular prism that is square at one end but circular at the other


平行四邊形

ㄆㄧㄥˊ ㄒㄧㄥˊ ㄙˋ ㄅㄧㄢ ㄒㄧㄥˊ

ㄆㄧㄥˊ ㄒㄧㄥˊ ㄙˋ ㄅㄧㄢ ㄒㄧㄥˊ

пинсин сыбяньсин

/pʰiŋ³⁵ ɕiŋ³⁵ sz̩⁵¹ pi̯ɛn⁵⁵ ɕiŋ³⁵/

/pʰɪŋ²¹ hɐŋ²¹ sei̯³³ piːn⁵⁵ jɪŋ²¹/

/pʰiŋ³⁵ ɕiŋ³⁵ sz̩⁵¹ pi̯ɛn⁵⁵ ɕiŋ³⁵/

/pʰɪŋ²¹ hɐŋ²¹ sei̯³³ piːn⁵⁵ jɪŋ²¹/


矩形

/t͡ɕy²¹⁴⁻²¹ ɕiŋ³⁵/

/kɵy̯³⁵ jɪŋ²¹/

/ky⁴⁵³⁻¹³ hiŋ¹³/

/ky³³²⁻⁵⁵ hiŋ²⁴/

/t͡ɕy²¹⁴⁻²¹ ɕiŋ³⁵/

/kɵy̯³⁵ jɪŋ²¹/

/ky⁴⁵³⁻¹³ hiŋ¹³/

/ky³³²⁻⁵⁵ hiŋ²⁴/


正多邊形

ㄓㄥˋ ㄉㄨㄛ ㄅㄧㄢ ㄒㄧㄥˊ

ㄓㄥˋ ㄉㄨㄛ ㄅㄧㄢ ㄒㄧㄥˊ

чжэндобяньсин

/ʈ͡ʂɤŋ⁵¹ tu̯ɔ⁵⁵ pi̯ɛn⁵⁵ ɕiŋ³⁵/

/t͡sɪŋ³³ tɔː⁵⁵ piːn⁵⁵ jɪŋ²¹/

/ʈ͡ʂɤŋ⁵¹ tu̯ɔ⁵⁵ pi̯ɛn⁵⁵ ɕiŋ³⁵/

/t͡sɪŋ³³ tɔː⁵⁵ piːn⁵⁵ jɪŋ²¹/


horodisk

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

In this paper we study the geometry and the topology of unbounded domains in the Hyperbolic Space #92;mathbb#123;H#125;ⁿ supporting a bounded positive solution to an overdetermined elliptic problem. Under suitable conditions on the elliptic problem and the behaviour of the bounded solution at infinity, we are able to show that symmetries of the boundary at infinity imply symmetries on the domain itself. In dimension two, we can strengthen our results proving that a connected domain #92;Omega#92;subset#92;mathbb#123;H#125;² with C² boundary whose complement is connected and supports a bounded positive solution u to an overdetermined problem, assuming natural conditions on the equation and the behaviour at infinity of the solution, must be either a geodesic ball or, a horodisk or, a half-space determined by a complete equidistant curve or, the complement of any of the above example.

2015, José M. Espinar, Alberto Farina, Laurent Mazet, “f-extremal domains in hyperbolic space”, in arXiv:


hyperradius

en-noun

hyperradius (plural hyperradii or hyperradiuses)

hyperradii (plural)
hyperradiuses (plural)

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


οξεία

oxeía (romanization)
οξείες (plural)
οξεία (nominative singular)
οξείες (nominative plural)
οξείας (genitive singular)
οξειών (genitive plural)
οξεία (accusative singular)
οξείες (accusative plural)
οξεία (singular vocative)
οξείες (plural vocative)

From Ancient Greek ὀξεῖᾰ (oxeîă, “oxia, oxeia”).


斜率

/ɕi̯ɛ³⁵ ly⁵¹/

/t͡sʰɛː²¹ lɵt̚²⁻³⁵/

/ɕi̯ɛ³⁵ ly⁵¹/

/t͡sʰɛː²¹ lɵt̚²⁻³⁵/


subface

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

At each iteration, our methods first identify a face of an orthant and then either perform an exact line search along the direction of the negative projected minimum-norm subgradient of the objective function or execute a CG subroutine that conducts a sequence of CG iterations until a CG iterate crosses the boundary of this face or an approximate minimizer of over this face or a subface is found.

2015, Zhaosong Lu, Xiaojun Chen, “Generalized Conjugate Gradient Methods for ℓ₁ Regularized Convex Quadratic Programming with Finite Convergence”, in arXiv:


表面積

ㄅㄧㄠˇ ㄇㄧㄢˋ ㄐㄧ

ㄅㄧㄠˇ ㄇㄧㄢˋ ㄐㄧ

ㄅㄧㄠˇ ㄇㄧㄢˋ ˙ㄐㄧ

/pi̯ɑʊ̯²¹⁴⁻²¹ mi̯ɛn⁵¹ t͡ɕi⁵⁵/

/pi̯ɑʊ̯²¹⁴⁻²¹ mi̯ɛn⁵¹ d͡ʑ̥i¹/

/piːu̯³⁵ miːn²² t͡sɪk̚⁵/

/pi̯ɑʊ̯²¹⁴⁻²¹ mi̯ɛn⁵¹ t͡ɕi⁵⁵/

/pi̯ɑʊ̯²¹⁴⁻²¹ mi̯ɛn⁵¹ d͡ʑ̥i¹/

/piːu̯³⁵ miːn²² t͡sɪk̚⁵/


hypercuboid

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

(geometry) An analog of a cuboid in four or more dimensions

nadkvádr

analogue of a cuboid in four or more dimensions


semiarc

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


అర్ధగోళము

te-noun

అర్ధగోళము • (ardhagōḷamu) ? (plural అర్ధగోళములు)

ardhagōḷamu (romanization)
అర్ధగోళము లు (plural)
అర్ధగోళం (alternative)

From Sanskrit अर्धगोल (ardhagola, “hemisphere”) + -ము (-mu).


հարթություն

head

հարթություն • (hartʻutʻyun) (traditional orthography spelling հարթութիւն)

hartʻutʻyun (romanization)
orthography spelling հարթութիւն (traditional)
հարթություն (nominative singular)
հարթություններ (nominative plural)
հարթության (dative singular)
հարթությունների (dative plural)
հարթությունից (ablative singular)
հարթություններից (ablative plural)
հարթությամբ (instrumental singular)
հարթություններով (instrumental plural)
հարթությունում (locative singular)
հարթություններում (locative plural)
հարթությունը (definite nominative singular)
հարթությունն (definite nominative singular)
հարթությունները (definite nominative plural)
հարթություններն (definite nominative plural)
հարթությանը (dative definite singular)
հարթությանն (dative definite singular)
հարթություններին (dative definite plural)
հարթությունս (first-person nominative possessive singular)
հարթություններս (first-person nominative plural possessive)
հարթությանս (dative first-person possessive singular)
հարթություններիս (dative first-person plural possessive)
հարթությունիցս (ablative first-person possessive singular)
հարթություններիցս (ablative first-person plural possessive)
հարթությամբս (first-person instrumental possessive singular)
հարթություններովս (first-person instrumental plural possessive)
հարթությունումս (first-person locative possessive singular)
հարթություններումս (first-person locative plural possessive)
հարթությունդ (nominative possessive second-person singular)
հարթություններդ (nominative plural possessive second-person)
հարթությանդ (dative possessive second-person singular)
հարթություններիդ (dative plural possessive second-person)
հարթությունիցդ (ablative possessive second-person singular)
հարթություններիցդ (ablative plural possessive second-person)
հարթությամբդ (instrumental possessive second-person singular)
հարթություններովդ (instrumental plural possessive second-person)
հարթությունումդ (locative possessive second-person singular)
հարթություններումդ (locative plural possessive second-person)

hy-decl-noun

հարթությունը/հարթությունն

հարթություններ

հարթությունները/հարթություններն

հարթությանը/հարթությանն

հարթությունների, հարթությանց**

հարթություններին

հարթությունից

հարթություններից

հարթությամբ, հարթությունով*

հարթություններով

հարթությունում

հարթություններում

հարթությունս

հարթություններս

հարթություններիս, հարթությանցս**

հարթությունիցս

հարթություններիցս

հարթությամբս, հարթությունովս*

հարթություններովս

հարթությունումս

հարթություններումս

հարթությունդ

հարթություններդ

հարթություններիդ, հարթությանցդ**

հարթությունիցդ

հարթություններիցդ

հարթությամբդ, հարթությունովդ*

հարթություններովդ

հարթությունումդ

հարթություններումդ

From Old Armenian հարթութիւն (hartʻutʻiwn).


(geometry) used in Arabic script to indicate the radius of a circle


paracomplex

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

Applications include complex, paracomplex and symplectic geometries..

2016, Giovanni Calvaruso, Gabriela P. Ovando, “From almost (para)-complex structures to affine structures on Lie groups”, in arXiv:


equiregular

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

(geometry) Having both all sides equal length and all angles equal.


triantán comhchosach

head

triantán comhchosach m (genitive singular triantáin chomhchosaigh, nominative plural triantáin chomhchosacha)

triantáin chomhchosaigh (genitive singular)
triantáin chomhchosacha (nominative plural)
triantán comhchosach
thriantán comhchosach
dtriantán comhchosach


triantán dronuilleach

triantán dronuilleach m (genitive singular triantáin dhronuilligh, nominative plural triantáin dhronuilleacha)

triantáin dhronuilligh (genitive singular)
triantáin dhronuilleacha (nominative plural)
triantán dronuilleach
thriantán dronuilleach
dtriantán dronuilleach

right-angled triangle
right-angled triangle

(geometry) right-angled triangle, right triangle


triantán scailéanach

triantán scailéanach m (genitive singular triantáin scailéanaigh, nominative plural triantáin scailéanacha)

triantáin scailéanaigh (genitive singular)
triantáin scailéanacha (nominative plural)
triantán scailéanach
thriantán scailéanach
dtriantán scailéanach


triantán corrshleasach

triantán corrshleasach m (genitive singular triantáin chorrshleasaigh, nominative plural triantáin chorrshleasacha)

triantáin chorrshleasaigh (genitive singular)
triantáin chorrshleasacha (nominative plural)
triantán corrshleasach
thriantán corrshleasach
dtriantán corrshleasach


等邊三角形

ㄉㄥˇ ㄅㄧㄢ ㄙㄢ ㄐㄧㄠˇ ㄒㄧㄥˊ

ㄉㄥˇ ㄅㄧㄢ ㄙㄢ ㄐㄧㄠˇ ㄒㄧㄥˊ

дэнбянь саньцзяосин

/tɤŋ²¹⁴⁻²¹ pi̯ɛn⁵⁵ sän⁵⁵ t͡ɕi̯ɑʊ̯²¹⁴⁻²¹ ɕiŋ³⁵/

/tɐŋ³⁵ piːn⁵⁵ saːm⁵⁵ kɔːk̚³ jɪŋ²¹/

/tɐŋ³⁵ piːn⁵⁵ saːm⁵⁵ kɔːk̚³ jɪŋ²¹/


等腰三角形

ㄉㄥˇ ㄧㄠ ㄙㄢ ㄐㄧㄠˇ ㄒㄧㄥˊ

ㄉㄥˇ ㄧㄠ ㄙㄢ ㄐㄧㄠˇ ㄒㄧㄥˊ

дэнъяо саньцзяосин

/tɤŋ²¹⁴⁻²¹ jɑʊ̯⁵⁵ sän⁵⁵ t͡ɕi̯ɑʊ̯²¹⁴⁻²¹ ɕiŋ³⁵/

/tɐŋ³⁵ jiːu̯⁵⁵ saːm⁵⁵ kɔːk̚³ jɪŋ²¹/

/tɐŋ³⁵ jiːu̯⁵⁵ saːm⁵⁵ kɔːk̚³ jɪŋ²¹/


tasokuvio

tasokuvio (nominative singular)
tasokuviot (nominative plural)
tasokuvio (accusative nominative singular)
tasokuviot (accusative nominative plural)
tasokuvion (accusative genitive singular)
tasokuviot (accusative genitive plural)
tasokuvion (genitive singular)
tasokuvioiden (genitive plural)
tasokuvioitten (genitive plural)
tasokuviota (partitive singular)
tasokuvioita (partitive plural)
tasokuviossa (inessive singular)
tasokuvioissa (inessive plural)
tasokuviosta (elative singular)
tasokuvioista (elative plural)
tasokuvioon (illative singular)
tasokuvioihin (illative plural)
tasokuviolla (adessive singular)
tasokuvioilla (adessive plural)
tasokuviolta (ablative singular)
tasokuvioilta (ablative plural)
tasokuviolle (allative singular)
tasokuvioille (allative plural)
tasokuviona (essive singular)
tasokuvioina (essive plural)
tasokuvioksi (singular translative)
tasokuvioiksi (plural translative)
tasokuviotta (abessive singular)
tasokuvioitta (abessive plural)
tasokuvioin (instructive plural)
See the possessive forms below. (comitative)
tasokuvioni (nominative singular)
tasokuvioni (nominative plural)
tasokuvioni (accusative nominative singular)
tasokuvioni (accusative nominative plural)
tasokuvioni (accusative genitive singular)
tasokuvioni (accusative genitive plural)
tasokuvioni (genitive singular)
tasokuvioideni (genitive plural)
tasokuvioitteni (genitive plural)
tasokuviotani (partitive singular)
tasokuvioitani (partitive plural)
tasokuviossani (inessive singular)
tasokuvioissani (inessive plural)
tasokuviostani (elative singular)
tasokuvioistani (elative plural)
tasokuviooni (illative singular)
tasokuvioihini (illative plural)
tasokuviollani (adessive singular)
tasokuvioillani (adessive plural)
tasokuvioltani (ablative singular)
tasokuvioiltani (ablative plural)
tasokuviolleni (allative singular)
tasokuvioilleni (allative plural)
tasokuvionani (essive singular)
tasokuvioinani (essive plural)
tasokuviokseni (singular translative)
tasokuvioikseni (plural translative)
tasokuviottani (abessive singular)
tasokuvioittani (abessive plural)
tasokuvioineni (comitative plural)
tasokuviosi (nominative singular)
tasokuviosi (nominative plural)
tasokuviosi (accusative nominative singular)
tasokuviosi (accusative nominative plural)
tasokuviosi (accusative genitive singular)
tasokuviosi (accusative genitive plural)
tasokuviosi (genitive singular)
tasokuvioidesi (genitive plural)
tasokuvioittesi (genitive plural)
tasokuviotasi (partitive singular)
tasokuvioitasi (partitive plural)
tasokuviossasi (inessive singular)
tasokuvioissasi (inessive plural)
tasokuviostasi (elative singular)
tasokuvioistasi (elative plural)
tasokuvioosi (illative singular)
tasokuvioihisi (illative plural)
tasokuviollasi (adessive singular)
tasokuvioillasi (adessive plural)
tasokuvioltasi (ablative singular)
tasokuvioiltasi (ablative plural)
tasokuviollesi (allative singular)
tasokuvioillesi (allative plural)
tasokuvionasi (essive singular)
tasokuvioinasi (essive plural)
tasokuvioksesi (singular translative)
tasokuvioiksesi (plural translative)
tasokuviottasi (abessive singular)
tasokuvioittasi (abessive plural)
tasokuvioinesi (comitative plural)
tasokuviomme (nominative singular)
tasokuviomme (nominative plural)
tasokuviomme (accusative nominative singular)
tasokuviomme (accusative nominative plural)
tasokuviomme (accusative genitive singular)
tasokuviomme (accusative genitive plural)
tasokuviomme (genitive singular)
tasokuvioidemme (genitive plural)
tasokuvioittemme (genitive plural)
tasokuviotamme (partitive singular)
tasokuvioitamme (partitive plural)
tasokuviossamme (inessive singular)
tasokuvioissamme (inessive plural)
tasokuviostamme (elative singular)
tasokuvioistamme (elative plural)
tasokuvioomme (illative singular)
tasokuvioihimme (illative plural)
tasokuviollamme (adessive singular)
tasokuvioillamme (adessive plural)
tasokuvioltamme (ablative singular)
tasokuvioiltamme (ablative plural)
tasokuviollemme (allative singular)
tasokuvioillemme (allative plural)
tasokuvionamme (essive singular)
tasokuvioinamme (essive plural)
tasokuvioksemme (singular translative)
tasokuvioiksemme (plural translative)
tasokuviottamme (abessive singular)
tasokuvioittamme (abessive plural)
tasokuvioinemme (comitative plural)
tasokuvionne (nominative singular)
tasokuvionne (nominative plural)
tasokuvionne (accusative nominative singular)
tasokuvionne (accusative nominative plural)
tasokuvionne (accusative genitive singular)
tasokuvionne (accusative genitive plural)
tasokuvionne (genitive singular)
tasokuvioidenne (genitive plural)
tasokuvioittenne (genitive plural)
tasokuviotanne (partitive singular)
tasokuvioitanne (partitive plural)
tasokuviossanne (inessive singular)
tasokuvioissanne (inessive plural)
tasokuviostanne (elative singular)
tasokuvioistanne (elative plural)
tasokuvioonne (illative singular)
tasokuvioihinne (illative plural)
tasokuviollanne (adessive singular)
tasokuvioillanne (adessive plural)
tasokuvioltanne (ablative singular)
tasokuvioiltanne (ablative plural)
tasokuviollenne (allative singular)
tasokuvioillenne (allative plural)
tasokuvionanne (essive singular)
tasokuvioinanne (essive plural)
tasokuvioksenne (singular translative)
tasokuvioiksenne (plural translative)
tasokuviottanne (abessive singular)
tasokuvioittanne (abessive plural)
tasokuvioinenne (comitative plural)
tasokuvionsa (nominative singular)
tasokuvionsa (nominative plural)
tasokuvionsa (accusative nominative singular)
tasokuvionsa (accusative nominative plural)
tasokuvionsa (accusative genitive singular)
tasokuvionsa (accusative genitive plural)
tasokuvionsa (genitive singular)
tasokuvioidensa (genitive plural)
tasokuvioittensa (genitive plural)
tasokuviotaan (partitive singular)
tasokuviotansa (partitive singular)
tasokuvioitaan (partitive plural)
tasokuvioitansa (partitive plural)
tasokuviossaan (inessive singular)
tasokuviossansa (inessive singular)
tasokuvioissaan (inessive plural)
tasokuvioissansa (inessive plural)
tasokuviostaan (elative singular)
tasokuviostansa (elative singular)
tasokuvioistaan (elative plural)
tasokuvioistansa (elative plural)
tasokuvioonsa (illative singular)
tasokuvioihinsa (illative plural)
tasokuviollaan (adessive singular)
tasokuviollansa (adessive singular)
tasokuvioillaan (adessive plural)
tasokuvioillansa (adessive plural)
tasokuvioltaan (ablative singular)
tasokuvioltansa (ablative singular)
tasokuvioiltaan (ablative plural)
tasokuvioiltansa (ablative plural)
tasokuviolleen (allative singular)
tasokuviollensa (allative singular)
tasokuvioilleen (allative plural)
tasokuvioillensa (allative plural)
tasokuvionaan (essive singular)
tasokuvionansa (essive singular)
tasokuvioinaan (essive plural)
tasokuvioinansa (essive plural)
tasokuviokseen (singular translative)
tasokuvioksensa (singular translative)
tasokuvioikseen (plural translative)
tasokuvioiksensa (plural translative)
tasokuviottaan (abessive singular)
tasokuviottansa (abessive singular)
tasokuvioittaan (abessive plural)
tasokuvioittansa (abessive plural)
tasokuvioineen (comitative plural)
tasokuvioinensa (comitative plural)

[ˈt̪ɑ̝s̠o̞ˌkuʋio̞]

Kolmio ja neliö ovat yksinkertaisia tasokuvioita.

Triangle and square are simple plane figures.


avaruuskuvio

avaruuskuvio (nominative singular)
avaruuskuviot (nominative plural)
avaruuskuvio (accusative nominative singular)
avaruuskuviot (accusative nominative plural)
avaruuskuvion (accusative genitive singular)
avaruuskuviot (accusative genitive plural)
avaruuskuvion (genitive singular)
avaruuskuvioiden (genitive plural)
avaruuskuvioitten (genitive plural)
avaruuskuviota (partitive singular)
avaruuskuvioita (partitive plural)
avaruuskuviossa (inessive singular)
avaruuskuvioissa (inessive plural)
avaruuskuviosta (elative singular)
avaruuskuvioista (elative plural)
avaruuskuvioon (illative singular)
avaruuskuvioihin (illative plural)
avaruuskuviolla (adessive singular)
avaruuskuvioilla (adessive plural)
avaruuskuviolta (ablative singular)
avaruuskuvioilta (ablative plural)
avaruuskuviolle (allative singular)
avaruuskuvioille (allative plural)
avaruuskuviona (essive singular)
avaruuskuvioina (essive plural)
avaruuskuvioksi (singular translative)
avaruuskuvioiksi (plural translative)
avaruuskuviotta (abessive singular)
avaruuskuvioitta (abessive plural)
avaruuskuvioin (instructive plural)
See the possessive forms below. (comitative)
avaruuskuvioni (nominative singular)
avaruuskuvioni (nominative plural)
avaruuskuvioni (accusative nominative singular)
avaruuskuvioni (accusative nominative plural)
avaruuskuvioni (accusative genitive singular)
avaruuskuvioni (accusative genitive plural)
avaruuskuvioni (genitive singular)
avaruuskuvioideni (genitive plural)
avaruuskuvioitteni (genitive plural)
avaruuskuviotani (partitive singular)
avaruuskuvioitani (partitive plural)
avaruuskuviossani (inessive singular)
avaruuskuvioissani (inessive plural)
avaruuskuviostani (elative singular)
avaruuskuvioistani (elative plural)
avaruuskuviooni (illative singular)
avaruuskuvioihini (illative plural)
avaruuskuviollani (adessive singular)
avaruuskuvioillani (adessive plural)
avaruuskuvioltani (ablative singular)
avaruuskuvioiltani (ablative plural)
avaruuskuviolleni (allative singular)
avaruuskuvioilleni (allative plural)
avaruuskuvionani (essive singular)
avaruuskuvioinani (essive plural)
avaruuskuviokseni (singular translative)
avaruuskuvioikseni (plural translative)
avaruuskuviottani (abessive singular)
avaruuskuvioittani (abessive plural)
avaruuskuvioineni (comitative plural)
avaruuskuviosi (nominative singular)
avaruuskuviosi (nominative plural)
avaruuskuviosi (accusative nominative singular)
avaruuskuviosi (accusative nominative plural)
avaruuskuviosi (accusative genitive singular)
avaruuskuviosi (accusative genitive plural)
avaruuskuviosi (genitive singular)
avaruuskuvioidesi (genitive plural)
avaruuskuvioittesi (genitive plural)
avaruuskuviotasi (partitive singular)
avaruuskuvioitasi (partitive plural)
avaruuskuviossasi (inessive singular)
avaruuskuvioissasi (inessive plural)
avaruuskuviostasi (elative singular)
avaruuskuvioistasi (elative plural)
avaruuskuvioosi (illative singular)
avaruuskuvioihisi (illative plural)
avaruuskuviollasi (adessive singular)
avaruuskuvioillasi (adessive plural)
avaruuskuvioltasi (ablative singular)
avaruuskuvioiltasi (ablative plural)
avaruuskuviollesi (allative singular)
avaruuskuvioillesi (allative plural)
avaruuskuvionasi (essive singular)
avaruuskuvioinasi (essive plural)
avaruuskuvioksesi (singular translative)
avaruuskuvioiksesi (plural translative)
avaruuskuviottasi (abessive singular)
avaruuskuvioittasi (abessive plural)
avaruuskuvioinesi (comitative plural)
avaruuskuviomme (nominative singular)
avaruuskuviomme (nominative plural)
avaruuskuviomme (accusative nominative singular)
avaruuskuviomme (accusative nominative plural)
avaruuskuviomme (accusative genitive singular)
avaruuskuviomme (accusative genitive plural)
avaruuskuviomme (genitive singular)
avaruuskuvioidemme (genitive plural)
avaruuskuvioittemme (genitive plural)
avaruuskuviotamme (partitive singular)
avaruuskuvioitamme (partitive plural)
avaruuskuviossamme (inessive singular)
avaruuskuvioissamme (inessive plural)
avaruuskuviostamme (elative singular)
avaruuskuvioistamme (elative plural)
avaruuskuvioomme (illative singular)
avaruuskuvioihimme (illative plural)
avaruuskuviollamme (adessive singular)
avaruuskuvioillamme (adessive plural)
avaruuskuvioltamme (ablative singular)
avaruuskuvioiltamme (ablative plural)
avaruuskuviollemme (allative singular)
avaruuskuvioillemme (allative plural)
avaruuskuvionamme (essive singular)
avaruuskuvioinamme (essive plural)
avaruuskuvioksemme (singular translative)
avaruuskuvioiksemme (plural translative)
avaruuskuviottamme (abessive singular)
avaruuskuvioittamme (abessive plural)
avaruuskuvioinemme (comitative plural)
avaruuskuvionne (nominative singular)
avaruuskuvionne (nominative plural)
avaruuskuvionne (accusative nominative singular)
avaruuskuvionne (accusative nominative plural)
avaruuskuvionne (accusative genitive singular)
avaruuskuvionne (accusative genitive plural)
avaruuskuvionne (genitive singular)
avaruuskuvioidenne (genitive plural)
avaruuskuvioittenne (genitive plural)
avaruuskuviotanne (partitive singular)
avaruuskuvioitanne (partitive plural)
avaruuskuviossanne (inessive singular)
avaruuskuvioissanne (inessive plural)
avaruuskuviostanne (elative singular)
avaruuskuvioistanne (elative plural)
avaruuskuvioonne (illative singular)
avaruuskuvioihinne (illative plural)
avaruuskuviollanne (adessive singular)
avaruuskuvioillanne (adessive plural)
avaruuskuvioltanne (ablative singular)
avaruuskuvioiltanne (ablative plural)
avaruuskuviollenne (allative singular)
avaruuskuvioillenne (allative plural)
avaruuskuvionanne (essive singular)
avaruuskuvioinanne (essive plural)
avaruuskuvioksenne (singular translative)
avaruuskuvioiksenne (plural translative)
avaruuskuviottanne (abessive singular)
avaruuskuvioittanne (abessive plural)
avaruuskuvioinenne (comitative plural)
avaruuskuvionsa (nominative singular)
avaruuskuvionsa (nominative plural)
avaruuskuvionsa (accusative nominative singular)
avaruuskuvionsa (accusative nominative plural)
avaruuskuvionsa (accusative genitive singular)
avaruuskuvionsa (accusative genitive plural)
avaruuskuvionsa (genitive singular)
avaruuskuvioidensa (genitive plural)
avaruuskuvioittensa (genitive plural)
avaruuskuviotaan (partitive singular)
avaruuskuviotansa (partitive singular)
avaruuskuvioitaan (partitive plural)
avaruuskuvioitansa (partitive plural)
avaruuskuviossaan (inessive singular)
avaruuskuviossansa (inessive singular)
avaruuskuvioissaan (inessive plural)
avaruuskuvioissansa (inessive plural)
avaruuskuviostaan (elative singular)
avaruuskuviostansa (elative singular)
avaruuskuvioistaan (elative plural)
avaruuskuvioistansa (elative plural)
avaruuskuvioonsa (illative singular)
avaruuskuvioihinsa (illative plural)
avaruuskuviollaan (adessive singular)
avaruuskuviollansa (adessive singular)
avaruuskuvioillaan (adessive plural)
avaruuskuvioillansa (adessive plural)
avaruuskuvioltaan (ablative singular)
avaruuskuvioltansa (ablative singular)
avaruuskuvioiltaan (ablative plural)
avaruuskuvioiltansa (ablative plural)
avaruuskuviolleen (allative singular)
avaruuskuviollensa (allative singular)
avaruuskuvioilleen (allative plural)
avaruuskuvioillensa (allative plural)
avaruuskuvionaan (essive singular)
avaruuskuvionansa (essive singular)
avaruuskuvioinaan (essive plural)
avaruuskuvioinansa (essive plural)
avaruuskuviokseen (singular translative)
avaruuskuvioksensa (singular translative)
avaruuskuvioikseen (plural translative)
avaruuskuvioiksensa (plural translative)
avaruuskuviottaan (abessive singular)
avaruuskuviottansa (abessive singular)
avaruuskuvioittaan (abessive plural)
avaruuskuvioittansa (abessive plural)
avaruuskuvioineen (comitative plural)
avaruuskuvioinensa (comitative plural)

[ˈɑ̝ʋɑ̝ruːs̠ˌkuʋio̞]

Lieriö ja kuutio ovat yksinkertaisia avaruuskuvioita.

Cylinder and cube are simple space figures.


ακτίς

aktís (romanization)
ακτίνες (plural)
ακτίς (nominative singular)
ακτίνες (nominative plural)
ακτίνος (genitive singular)
ακτίνων (genitive plural)
ακτίνα (accusative singular)
ακτίνας (accusative plural)
ακτίς (singular vocative)
ακτίνες (plural vocative)

ακτίνα ακτίνα#Greek

(geometry) Katharevousa form of ακτίνα (aktína, “radius”) (dimension of a circle, physical line)


စတုရန်း

Borrowed from Pali caturanta; compare Sanskrit चतुरन्त (caturanta, “bordered on all four sides”).


စကြာ

Borrowed from Sanskrit चक्र (cakra). Doublet of စက် (cak).


زاویه

head

زاویه • (zâviye) (plural زوایا (zevâyâ))

Turkish: zaviye

→ Crimean Tatar: zaviye

Borrowed from Arabic زَاوِيَة (zāwiya, “angle; corner”).

bor+

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


aputaso

aputaso (nominative singular)
aputasot (nominative plural)
aputaso (accusative nominative singular)
aputasot (accusative nominative plural)
aputason (accusative genitive singular)
aputasot (accusative genitive plural)
aputason (genitive singular)
aputasojen (genitive plural)
aputasoa (partitive singular)
aputasoja (partitive plural)
aputasossa (inessive singular)
aputasoissa (inessive plural)
aputasosta (elative singular)
aputasoista (elative plural)
aputasoon (illative singular)
aputasoihin (illative plural)
aputasolla (adessive singular)
aputasoilla (adessive plural)
aputasolta (ablative singular)
aputasoilta (ablative plural)
aputasolle (allative singular)
aputasoille (allative plural)
aputasona (essive singular)
aputasoina (essive plural)
aputasoksi (singular translative)
aputasoiksi (plural translative)
aputasotta (abessive singular)
aputasoitta (abessive plural)
aputasoin (instructive plural)
See the possessive forms below. (comitative)
aputasoni (nominative singular)
aputasoni (nominative plural)
aputasoni (accusative nominative singular)
aputasoni (accusative nominative plural)
aputasoni (accusative genitive singular)
aputasoni (accusative genitive plural)
aputasoni (genitive singular)
aputasojeni (genitive plural)
aputasoani (partitive singular)
aputasojani (partitive plural)
aputasossani (inessive singular)
aputasoissani (inessive plural)
aputasostani (elative singular)
aputasoistani (elative plural)
aputasooni (illative singular)
aputasoihini (illative plural)
aputasollani (adessive singular)
aputasoillani (adessive plural)
aputasoltani (ablative singular)
aputasoiltani (ablative plural)
aputasolleni (allative singular)
aputasoilleni (allative plural)
aputasonani (essive singular)
aputasoinani (essive plural)
aputasokseni (singular translative)
aputasoikseni (plural translative)
aputasottani (abessive singular)
aputasoittani (abessive plural)
aputasoineni (comitative plural)
aputasosi (nominative singular)
aputasosi (nominative plural)
aputasosi (accusative nominative singular)
aputasosi (accusative nominative plural)
aputasosi (accusative genitive singular)
aputasosi (accusative genitive plural)
aputasosi (genitive singular)
aputasojesi (genitive plural)
aputasoasi (partitive singular)
aputasojasi (partitive plural)
aputasossasi (inessive singular)
aputasoissasi (inessive plural)
aputasostasi (elative singular)
aputasoistasi (elative plural)
aputasoosi (illative singular)
aputasoihisi (illative plural)
aputasollasi (adessive singular)
aputasoillasi (adessive plural)
aputasoltasi (ablative singular)
aputasoiltasi (ablative plural)
aputasollesi (allative singular)
aputasoillesi (allative plural)
aputasonasi (essive singular)
aputasoinasi (essive plural)
aputasoksesi (singular translative)
aputasoiksesi (plural translative)
aputasottasi (abessive singular)
aputasoittasi (abessive plural)
aputasoinesi (comitative plural)
aputasomme (nominative singular)
aputasomme (nominative plural)
aputasomme (accusative nominative singular)
aputasomme (accusative nominative plural)
aputasomme (accusative genitive singular)
aputasomme (accusative genitive plural)
aputasomme (genitive singular)
aputasojemme (genitive plural)
aputasoamme (partitive singular)
aputasojamme (partitive plural)
aputasossamme (inessive singular)
aputasoissamme (inessive plural)
aputasostamme (elative singular)
aputasoistamme (elative plural)
aputasoomme (illative singular)
aputasoihimme (illative plural)
aputasollamme (adessive singular)
aputasoillamme (adessive plural)
aputasoltamme (ablative singular)
aputasoiltamme (ablative plural)
aputasollemme (allative singular)
aputasoillemme (allative plural)
aputasonamme (essive singular)
aputasoinamme (essive plural)
aputasoksemme (singular translative)
aputasoiksemme (plural translative)
aputasottamme (abessive singular)
aputasoittamme (abessive plural)
aputasoinemme (comitative plural)
aputasonne (nominative singular)
aputasonne (nominative plural)
aputasonne (accusative nominative singular)
aputasonne (accusative nominative plural)
aputasonne (accusative genitive singular)
aputasonne (accusative genitive plural)
aputasonne (genitive singular)
aputasojenne (genitive plural)
aputasoanne (partitive singular)
aputasojanne (partitive plural)
aputasossanne (inessive singular)
aputasoissanne (inessive plural)
aputasostanne (elative singular)
aputasoistanne (elative plural)
aputasoonne (illative singular)
aputasoihinne (illative plural)
aputasollanne (adessive singular)
aputasoillanne (adessive plural)
aputasoltanne (ablative singular)
aputasoiltanne (ablative plural)
aputasollenne (allative singular)
aputasoillenne (allative plural)
aputasonanne (essive singular)
aputasoinanne (essive plural)
aputasoksenne (singular translative)
aputasoiksenne (plural translative)
aputasottanne (abessive singular)
aputasoittanne (abessive plural)
aputasoinenne (comitative plural)
aputasonsa (nominative singular)
aputasonsa (nominative plural)
aputasonsa (accusative nominative singular)
aputasonsa (accusative nominative plural)
aputasonsa (accusative genitive singular)
aputasonsa (accusative genitive plural)
aputasonsa (genitive singular)
aputasojensa (genitive plural)
aputasoaan (partitive singular)
aputasoansa (partitive singular)
aputasojaan (partitive plural)
aputasojansa (partitive plural)
aputasossaan (inessive singular)
aputasossansa (inessive singular)
aputasoissaan (inessive plural)
aputasoissansa (inessive plural)
aputasostaan (elative singular)
aputasostansa (elative singular)
aputasoistaan (elative plural)
aputasoistansa (elative plural)
aputasoonsa (illative singular)
aputasoihinsa (illative plural)
aputasollaan (adessive singular)
aputasollansa (adessive singular)
aputasoillaan (adessive plural)
aputasoillansa (adessive plural)
aputasoltaan (ablative singular)
aputasoltansa (ablative singular)
aputasoiltaan (ablative plural)
aputasoiltansa (ablative plural)
aputasolleen (allative singular)
aputasollensa (allative singular)
aputasoilleen (allative plural)
aputasoillensa (allative plural)
aputasonaan (essive singular)
aputasonansa (essive singular)
aputasoinaan (essive plural)
aputasoinansa (essive plural)
aputasokseen (singular translative)
aputasoksensa (singular translative)
aputasoikseen (plural translative)
aputasoiksensa (plural translative)
aputasottaan (abessive singular)
aputasottansa (abessive singular)
aputasoittaan (abessive plural)
aputasoittansa (abessive plural)
aputasoineen (comitative plural)
aputasoinensa (comitative plural)

[ˈɑ̝puˌt̪ɑ̝s̠o̞]


apupiste

apupiste (nominative singular)
apupisteet (nominative plural)
apupiste (accusative nominative singular)
apupisteet (accusative nominative plural)
apupisteen (accusative genitive singular)
apupisteet (accusative genitive plural)
apupisteen (genitive singular)
apupisteiden (genitive plural)
apupisteitten (genitive plural)
apupistettä (partitive singular)
apupisteitä (partitive plural)
apupisteessä (inessive singular)
apupisteissä (inessive plural)
apupisteestä (elative singular)
apupisteistä (elative plural)
apupisteeseen (illative singular)
apupisteisiin (illative plural)
apupisteihin (illative plural)
apupisteellä (adessive singular)
apupisteillä (adessive plural)
apupisteeltä (ablative singular)
apupisteiltä (ablative plural)
apupisteelle (allative singular)
apupisteille (allative plural)
apupisteenä (essive singular)
apupisteinä (essive plural)
apupisteeksi (singular translative)
apupisteiksi (plural translative)
apupisteettä (abessive singular)
apupisteittä (abessive plural)
apupistein (instructive plural)
See the possessive forms below. (comitative)
apupisteeni (nominative singular)
apupisteeni (nominative plural)
apupisteeni (accusative nominative singular)
apupisteeni (accusative nominative plural)
apupisteeni (accusative genitive singular)
apupisteeni (accusative genitive plural)
apupisteeni (genitive singular)
apupisteideni (genitive plural)
apupisteitteni (genitive plural)
apupistettäni (partitive singular)
apupisteitäni (partitive plural)
apupisteessäni (inessive singular)
apupisteissäni (inessive plural)
apupisteestäni (elative singular)
apupisteistäni (elative plural)
apupisteeseeni (illative singular)
apupisteisiini (illative plural)
apupisteihini (illative plural)
apupisteelläni (adessive singular)
apupisteilläni (adessive plural)
apupisteeltäni (ablative singular)
apupisteiltäni (ablative plural)
apupisteelleni (allative singular)
apupisteilleni (allative plural)
apupisteenäni (essive singular)
apupisteinäni (essive plural)
apupisteekseni (singular translative)
apupisteikseni (plural translative)
apupisteettäni (abessive singular)
apupisteittäni (abessive plural)
apupisteineni (comitative plural)
apupisteesi (nominative singular)
apupisteesi (nominative plural)
apupisteesi (accusative nominative singular)
apupisteesi (accusative nominative plural)
apupisteesi (accusative genitive singular)
apupisteesi (accusative genitive plural)
apupisteesi (genitive singular)
apupisteidesi (genitive plural)
apupisteittesi (genitive plural)
apupistettäsi (partitive singular)
apupisteitäsi (partitive plural)
apupisteessäsi (inessive singular)
apupisteissäsi (inessive plural)
apupisteestäsi (elative singular)
apupisteistäsi (elative plural)
apupisteeseesi (illative singular)
apupisteisiisi (illative plural)
apupisteihisi (illative plural)
apupisteelläsi (adessive singular)
apupisteilläsi (adessive plural)
apupisteeltäsi (ablative singular)
apupisteiltäsi (ablative plural)
apupisteellesi (allative singular)
apupisteillesi (allative plural)
apupisteenäsi (essive singular)
apupisteinäsi (essive plural)
apupisteeksesi (singular translative)
apupisteiksesi (plural translative)
apupisteettäsi (abessive singular)
apupisteittäsi (abessive plural)
apupisteinesi (comitative plural)
apupisteemme (nominative singular)
apupisteemme (nominative plural)
apupisteemme (accusative nominative singular)
apupisteemme (accusative nominative plural)
apupisteemme (accusative genitive singular)
apupisteemme (accusative genitive plural)
apupisteemme (genitive singular)
apupisteidemme (genitive plural)
apupisteittemme (genitive plural)
apupistettämme (partitive singular)
apupisteitämme (partitive plural)
apupisteessämme (inessive singular)
apupisteissämme (inessive plural)
apupisteestämme (elative singular)
apupisteistämme (elative plural)
apupisteeseemme (illative singular)
apupisteisiimme (illative plural)
apupisteihimme (illative plural)
apupisteellämme (adessive singular)
apupisteillämme (adessive plural)
apupisteeltämme (ablative singular)
apupisteiltämme (ablative plural)
apupisteellemme (allative singular)
apupisteillemme (allative plural)
apupisteenämme (essive singular)
apupisteinämme (essive plural)
apupisteeksemme (singular translative)
apupisteiksemme (plural translative)
apupisteettämme (abessive singular)
apupisteittämme (abessive plural)
apupisteinemme (comitative plural)
apupisteenne (nominative singular)
apupisteenne (nominative plural)
apupisteenne (accusative nominative singular)
apupisteenne (accusative nominative plural)
apupisteenne (accusative genitive singular)
apupisteenne (accusative genitive plural)
apupisteenne (genitive singular)
apupisteidenne (genitive plural)
apupisteittenne (genitive plural)
apupistettänne (partitive singular)
apupisteitänne (partitive plural)
apupisteessänne (inessive singular)
apupisteissänne (inessive plural)
apupisteestänne (elative singular)
apupisteistänne (elative plural)
apupisteeseenne (illative singular)
apupisteisiinne (illative plural)
apupisteihinne (illative plural)
apupisteellänne (adessive singular)
apupisteillänne (adessive plural)
apupisteeltänne (ablative singular)
apupisteiltänne (ablative plural)
apupisteellenne (allative singular)
apupisteillenne (allative plural)
apupisteenänne (essive singular)
apupisteinänne (essive plural)
apupisteeksenne (singular translative)
apupisteiksenne (plural translative)
apupisteettänne (abessive singular)
apupisteittänne (abessive plural)
apupisteinenne (comitative plural)
apupisteensä (nominative singular)
apupisteensä (nominative plural)
apupisteensä (accusative nominative singular)
apupisteensä (accusative nominative plural)
apupisteensä (accusative genitive singular)
apupisteensä (accusative genitive plural)
apupisteensä (genitive singular)
apupisteidensä (genitive plural)
apupisteittensä (genitive plural)
apupistettään (partitive singular)
apupistettänsä (partitive singular)
apupisteitään (partitive plural)
apupisteitänsä (partitive plural)
apupisteessään (inessive singular)
apupisteessänsä (inessive singular)
apupisteissään (inessive plural)
apupisteissänsä (inessive plural)
apupisteestään (elative singular)
apupisteestänsä (elative singular)
apupisteistään (elative plural)
apupisteistänsä (elative plural)
apupisteeseensä (illative singular)
apupisteisiinsä (illative plural)
apupisteihinsä (illative plural)
apupisteellään (adessive singular)
apupisteellänsä (adessive singular)
apupisteillään (adessive plural)
apupisteillänsä (adessive plural)
apupisteeltään (ablative singular)
apupisteeltänsä (ablative singular)
apupisteiltään (ablative plural)
apupisteiltänsä (ablative plural)
apupisteelleen (allative singular)
apupisteellensä (allative singular)
apupisteilleen (allative plural)
apupisteillensä (allative plural)
apupisteenään (essive singular)
apupisteenänsä (essive singular)
apupisteinään (essive plural)
apupisteinänsä (essive plural)
apupisteekseen (singular translative)
apupisteeksensä (singular translative)
apupisteikseen (plural translative)
apupisteiksensä (plural translative)
apupisteettään (abessive singular)
apupisteettänsä (abessive singular)
apupisteittään (abessive plural)
apupisteittänsä (abessive plural)
apupisteineen (comitative plural)
apupisteinensä (comitative plural)


paralleeliaksiooma

paralleeliaksiooma (nominative singular)
paralleeliaksioomat (nominative plural)
paralleeliaksiooma (accusative nominative singular)
paralleeliaksioomat (accusative nominative plural)
paralleeliaksiooman (accusative genitive singular)
paralleeliaksioomat (accusative genitive plural)
paralleeliaksiooman (genitive singular)
paralleeliaksioomien (genitive plural)
paralleeliaksioomain (genitive plural rare)
paralleeliaksioomaa (partitive singular)
paralleeliaksioomia (partitive plural)
paralleeliaksioomassa (inessive singular)
paralleeliaksioomissa (inessive plural)
paralleeliaksioomasta (elative singular)
paralleeliaksioomista (elative plural)
paralleeliaksioomaan (illative singular)
paralleeliaksioomiin (illative plural)
paralleeliaksioomalla (adessive singular)
paralleeliaksioomilla (adessive plural)
paralleeliaksioomalta (ablative singular)
paralleeliaksioomilta (ablative plural)
paralleeliaksioomalle (allative singular)
paralleeliaksioomille (allative plural)
paralleeliaksioomana (essive singular)
paralleeliaksioomina (essive plural)
paralleeliaksioomaksi (singular translative)
paralleeliaksioomiksi (plural translative)
paralleeliaksioomatta (abessive singular)
paralleeliaksioomitta (abessive plural)
paralleeliaksioomin (instructive plural)
See the possessive forms below. (comitative)
paralleeliaksioomani (nominative singular)
paralleeliaksioomani (nominative plural)
paralleeliaksioomani (accusative nominative singular)
paralleeliaksioomani (accusative nominative plural)
paralleeliaksioomani (accusative genitive singular)
paralleeliaksioomani (accusative genitive plural)
paralleeliaksioomani (genitive singular)
paralleeliaksioomieni (genitive plural)
paralleeliaksioomaini (genitive plural rare)
paralleeliaksioomaani (partitive singular)
paralleeliaksioomiani (partitive plural)
paralleeliaksioomassani (inessive singular)
paralleeliaksioomissani (inessive plural)
paralleeliaksioomastani (elative singular)
paralleeliaksioomistani (elative plural)
paralleeliaksioomaani (illative singular)
paralleeliaksioomiini (illative plural)
paralleeliaksioomallani (adessive singular)
paralleeliaksioomillani (adessive plural)
paralleeliaksioomaltani (ablative singular)
paralleeliaksioomiltani (ablative plural)
paralleeliaksioomalleni (allative singular)
paralleeliaksioomilleni (allative plural)
paralleeliaksioomanani (essive singular)
paralleeliaksioominani (essive plural)
paralleeliaksioomakseni (singular translative)
paralleeliaksioomikseni (plural translative)
paralleeliaksioomattani (abessive singular)
paralleeliaksioomittani (abessive plural)
paralleeliaksioomineni (comitative plural)
paralleeliaksioomasi (nominative singular)
paralleeliaksioomasi (nominative plural)
paralleeliaksioomasi (accusative nominative singular)
paralleeliaksioomasi (accusative nominative plural)
paralleeliaksioomasi (accusative genitive singular)
paralleeliaksioomasi (accusative genitive plural)
paralleeliaksioomasi (genitive singular)
paralleeliaksioomiesi (genitive plural)
paralleeliaksioomaisi (genitive plural rare)
paralleeliaksioomaasi (partitive singular)
paralleeliaksioomiasi (partitive plural)
paralleeliaksioomassasi (inessive singular)
paralleeliaksioomissasi (inessive plural)
paralleeliaksioomastasi (elative singular)
paralleeliaksioomistasi (elative plural)
paralleeliaksioomaasi (illative singular)
paralleeliaksioomiisi (illative plural)
paralleeliaksioomallasi (adessive singular)
paralleeliaksioomillasi (adessive plural)
paralleeliaksioomaltasi (ablative singular)
paralleeliaksioomiltasi (ablative plural)
paralleeliaksioomallesi (allative singular)
paralleeliaksioomillesi (allative plural)
paralleeliaksioomanasi (essive singular)
paralleeliaksioominasi (essive plural)
paralleeliaksioomaksesi (singular translative)
paralleeliaksioomiksesi (plural translative)
paralleeliaksioomattasi (abessive singular)
paralleeliaksioomittasi (abessive plural)
paralleeliaksioominesi (comitative plural)
paralleeliaksioomamme (nominative singular)
paralleeliaksioomamme (nominative plural)
paralleeliaksioomamme (accusative nominative singular)
paralleeliaksioomamme (accusative nominative plural)
paralleeliaksioomamme (accusative genitive singular)
paralleeliaksioomamme (accusative genitive plural)
paralleeliaksioomamme (genitive singular)
paralleeliaksioomiemme (genitive plural)
paralleeliaksioomaimme (genitive plural rare)
paralleeliaksioomaamme (partitive singular)
paralleeliaksioomiamme (partitive plural)
paralleeliaksioomassamme (inessive singular)
paralleeliaksioomissamme (inessive plural)
paralleeliaksioomastamme (elative singular)
paralleeliaksioomistamme (elative plural)
paralleeliaksioomaamme (illative singular)
paralleeliaksioomiimme (illative plural)
paralleeliaksioomallamme (adessive singular)
paralleeliaksioomillamme (adessive plural)
paralleeliaksioomaltamme (ablative singular)
paralleeliaksioomiltamme (ablative plural)
paralleeliaksioomallemme (allative singular)
paralleeliaksioomillemme (allative plural)
paralleeliaksioomanamme (essive singular)
paralleeliaksioominamme (essive plural)
paralleeliaksioomaksemme (singular translative)
paralleeliaksioomiksemme (plural translative)
paralleeliaksioomattamme (abessive singular)
paralleeliaksioomittamme (abessive plural)
paralleeliaksioominemme (comitative plural)
paralleeliaksioomanne (nominative singular)
paralleeliaksioomanne (nominative plural)
paralleeliaksioomanne (accusative nominative singular)
paralleeliaksioomanne (accusative nominative plural)
paralleeliaksioomanne (accusative genitive singular)
paralleeliaksioomanne (accusative genitive plural)
paralleeliaksioomanne (genitive singular)
paralleeliaksioomienne (genitive plural)
paralleeliaksioomainne (genitive plural rare)
paralleeliaksioomaanne (partitive singular)
paralleeliaksioomianne (partitive plural)
paralleeliaksioomassanne (inessive singular)
paralleeliaksioomissanne (inessive plural)
paralleeliaksioomastanne (elative singular)
paralleeliaksioomistanne (elative plural)
paralleeliaksioomaanne (illative singular)
paralleeliaksioomiinne (illative plural)
paralleeliaksioomallanne (adessive singular)
paralleeliaksioomillanne (adessive plural)
paralleeliaksioomaltanne (ablative singular)
paralleeliaksioomiltanne (ablative plural)
paralleeliaksioomallenne (allative singular)
paralleeliaksioomillenne (allative plural)
paralleeliaksioomananne (essive singular)
paralleeliaksioominanne (essive plural)
paralleeliaksioomaksenne (singular translative)
paralleeliaksioomiksenne (plural translative)
paralleeliaksioomattanne (abessive singular)
paralleeliaksioomittanne (abessive plural)
paralleeliaksioominenne (comitative plural)
paralleeliaksioomansa (nominative singular)
paralleeliaksioomansa (nominative plural)
paralleeliaksioomansa (accusative nominative singular)
paralleeliaksioomansa (accusative nominative plural)
paralleeliaksioomansa (accusative genitive singular)
paralleeliaksioomansa (accusative genitive plural)
paralleeliaksioomansa (genitive singular)
paralleeliaksioomiensa (genitive plural)
paralleeliaksioomainsa (genitive plural rare)
paralleeliaksioomaansa (partitive singular)
paralleeliaksioomiaan (partitive plural)
paralleeliaksioomiansa (partitive plural)
paralleeliaksioomassaan (inessive singular)
paralleeliaksioomassansa (inessive singular)
paralleeliaksioomissaan (inessive plural)
paralleeliaksioomissansa (inessive plural)
paralleeliaksioomastaan (elative singular)
paralleeliaksioomastansa (elative singular)
paralleeliaksioomistaan (elative plural)
paralleeliaksioomistansa (elative plural)
paralleeliaksioomaansa (illative singular)
paralleeliaksioomiinsa (illative plural)
paralleeliaksioomallaan (adessive singular)
paralleeliaksioomallansa (adessive singular)
paralleeliaksioomillaan (adessive plural)
paralleeliaksioomillansa (adessive plural)
paralleeliaksioomaltaan (ablative singular)
paralleeliaksioomaltansa (ablative singular)
paralleeliaksioomiltaan (ablative plural)
paralleeliaksioomiltansa (ablative plural)
paralleeliaksioomalleen (allative singular)
paralleeliaksioomallensa (allative singular)
paralleeliaksioomilleen (allative plural)
paralleeliaksioomillensa (allative plural)
paralleeliaksioomanaan (essive singular)
paralleeliaksioomanansa (essive singular)
paralleeliaksioominaan (essive plural)
paralleeliaksioominansa (essive plural)
paralleeliaksioomakseen (singular translative)
paralleeliaksioomaksensa (singular translative)
paralleeliaksioomikseen (plural translative)
paralleeliaksioomiksensa (plural translative)
paralleeliaksioomattaan (abessive singular)
paralleeliaksioomattansa (abessive singular)
paralleeliaksioomittaan (abessive plural)
paralleeliaksioomittansa (abessive plural)
paralleeliaksioomineen (comitative plural)
paralleeliaksioominensa (comitative plural)

[ˈpɑ̝rɑ̝lˌle̞ːliˌɑ̝ks̠iˌo̞ːmɑ̝]


仰角

/jɑŋ²¹⁴⁻³⁵ t͡ɕi̯ɑʊ̯²¹⁴⁻²¹⁽⁴⁾/

/jɑŋ²¹⁴⁻³⁵ t͡ɕi̯aʊ̯ɻʷ²¹⁴⁻²¹⁽⁴⁾/

/jœːŋ¹³ kɔːk̚³/

/ɡiɔŋ⁵³⁻⁴⁴ kak̚³²/

/ɡiɔŋ⁵⁵⁴⁻²⁴ kak̚⁵/

/ɡiɔŋ⁵³⁻⁴⁴ kak̚³²/

/ɡiɔŋ⁵³⁻⁴⁴ kak̚³²/

/ɡiɔŋ⁴¹⁻⁴⁴ kak̚³²/

/jɑŋ²¹⁴⁻³⁵ t͡ɕi̯ɑʊ̯²¹⁴⁻²¹⁽⁴⁾/

/jɑŋ²¹⁴⁻³⁵ t͡ɕi̯aʊ̯ɻʷ²¹⁴⁻²¹⁽⁴⁾/

/jœːŋ¹³ kɔːk̚³/

/ɡiɔŋ⁵³⁻⁴⁴ kak̚³²/

/ɡiɔŋ⁵⁵⁴⁻²⁴ kak̚⁵/

/ɡiɔŋ⁵³⁻⁴⁴ kak̚³²/

/ɡiɔŋ⁵³⁻⁴⁴ kak̚³²/

/ɡiɔŋ⁴¹⁻⁴⁴ kak̚³²/


俯角

/fu²¹⁴⁻³⁵ t͡ɕi̯ɑʊ̯²¹⁴⁻²¹⁽⁴⁾/

/fu²¹⁴⁻³⁵ t͡ɕi̯aʊ̯ɻʷ²¹⁴⁻²¹⁽⁴⁾/

/fuː³⁵ kɔːk̚³/

/fu²¹⁴⁻³⁵ t͡ɕi̯ɑʊ̯²¹⁴⁻²¹⁽⁴⁾/

/fu²¹⁴⁻³⁵ t͡ɕi̯aʊ̯ɻʷ²¹⁴⁻²¹⁽⁴⁾/

/fuː³⁵ kɔːk̚³/


勾股

/koʊ̯⁵⁵ ku²¹⁴⁻²¹⁽⁴⁾/

/koʊ̯⁵⁵ ku²¹⁴⁻²¹⁽⁴⁾/

(geometry) the longer and shorter legs of a right triangle

(geometry) mathematics involving right triangles: trigonometry, especially (historical) traditional Chinese methods of trigonometry

(geometry) related to right triangles: trigonometrical


球面度

ㄑㄧㄡˊ ㄇㄧㄢˋ ㄉㄨˋ

ㄑㄧㄡˊ ㄇㄧㄢˋ ㄉㄨˋ

/t͡ɕʰi̯oʊ̯³⁵ mi̯ɛn⁵¹⁻⁵³ tu⁵¹/

/t͡ɕʰi̯oʊ̯³⁵ mi̯ɛn⁵¹⁻⁵³ tu⁵¹/


球面

/t͡ɕʰi̯oʊ̯³⁵ mi̯ɛn⁵¹/

/t͡ɕʰi̯ɤʊ̯ɻʷ³⁵ mi̯ɛn⁵¹/

/kʰɐu̯²¹ miːn²²/

/t͡ɕʰi̯oʊ̯³⁵ mi̯ɛn⁵¹/

/t͡ɕʰi̯ɤʊ̯ɻʷ³⁵ mi̯ɛn⁵¹/

/kʰɐu̯²¹ miːn²²/


球面

ja-noun

球(きゅう)面(めん) • (kyūmen) ^(←きうめん (kiumen)?)

球面 (canonical)
kyūmen (romanization)
kiumen (romanization)
きうめん (hiragana historical)


plesiohedron

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

The plesiohedra include such well-known shapes as the cube, hexagonal prism, rhombic dodecahedron, and truncated octahedron.

(geometry) A special kind of space-filling polyhedron, defined as the Voronoi cell of a symmetric Delone set. Three-dimensional Euclidean space can be completely filled by copies of any one of these shapes, with no overlaps.


rep-tile

Coined as a pun on reptile by US mathematician Solomon W. Golomb. See repeat and tile.

(geometry) A shape that can be dissected into a number of smaller copies of the same shape.


равносторонний

ru-adj

равносторо́нний

равносторо́нний • (ravnostorónnij)

равносторо́нний (canonical)
ravnostorónnij (romanization)
равносторо́нний (masculine nominative)
равносторо́ннее (neuter nominative)
равносторо́нняя (feminine nominative)
равносторо́нние (nominative plural)
равносторо́ннего (genitive masculine neuter)
равносторо́нней (feminine genitive)
равносторо́нних (genitive plural)
равносторо́ннему (dative masculine neuter)
равносторо́нней (dative feminine)
равносторо́нним (dative plural)
равносторо́ннего (accusative animate masculine)
равносторо́ннее (accusative neuter)
равносторо́ннюю (accusative feminine)
равносторо́нних (accusative animate plural)
равносторо́нний (accusative inanimate masculine)
равносторо́нние (accusative inanimate plural)
равносторо́нним (instrumental masculine neuter)
равносторо́нней (feminine instrumental)
равносторо́ннею (feminine instrumental)
равносторо́нними (instrumental plural)
равносторо́ннем (masculine neuter prepositional)
равносторо́нней (feminine prepositional)
равносторо́нних (plural prepositional)
равносторо́нен (masculine short-form)
равносторо́нне (neuter short-form)
равносторо́ння (feminine short-form)
равносторо́нни (plural short-form)

ru-decl-adj

равносторо́нний

ра́вный (rávnyj) + -о- (-o-) + сторона́ (storoná) + -ний (-nij)


octacube

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