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...to rotate it.<ref>Ákos Császár, [http://www.diale.org/pdf/csaszar.pdf ''A Polyhedron Without Diagonals.''], Bolyai Institute, University of Szeged, 1949</ref>]] ...px|link={{filepath:Szilassi_polyhedron_3D_model.svg}}|Interactive Szilassi polyhedron model &ndash; in [{{filepath:Szilassi_polyhedron_3D_model.svg}} the SVG ima

...lygons formed by coplanar vertices that do not lie in the same face of the polyhedron).|name=|group=note}}। बहुभुज चेहरे के अन् ![[Kepler-Poinsot polyhedron|तारा पॉलीहेड्रोन]]

{{Short description|A Kepler-Poinsot polyhedron}} {{Reg polyhedra db|Reg star polyhedron stat table|lsD}}

|+ तीन [[List of regular polytopes#Five Dimensions|नियमित]] और तीन [[uniform p ...परिभाषित किया गया है।<ref name="richeson">Richeson, D.; ''Euler's Gem: The Polyhedron Formula and the Birth of Topoplogy'', Princeton, 2008.</ref>

{{Semireg polyhedra db|Semireg polyhedron stat table|ID}} |[[File:Polyhedron 12-20 from blue max.png|120px]]

{{Infobox polyhedron ...erties=[[convex polytope|convex]], singular [[vertex figure]], [[Canonical polyhedron|canonical]]

{{Short description|Polyhedron associated with another by swapping vertices for faces}} [[File:Polyhedron pair 6-8.png|thumb|right|upright=1.35|एक घन का द्वैत

{{short description|Sphere tangent to every edge of a polyhedron}}

{{Regular polygon db|Regular polygon stat table|p6}} ...ुभुज]] षट्भुज में श्लाफली प्रतीक {6}^[2] है<ref>{{citation|title=Polyhedron Models|first=Magnus J.|last=Wenninger|publisher=Cambridge University Press|

{{Short description|Plane tiling corresponding to a polyhedron}} ...ox>Coxeter, ''Introduction to geometry'', 1969, Second edition, sec 21.3 ''Regular maps'', p. 386-388</ref>

|[[Polyhedron|बहुतल]] ...सेटर (n − 1)-आयामी तत्व को निरूपित करने के लिए बैटरी का उपयोग करता है।<ref>Regular polytopes, p. 127 ''The part of the polytope that lies in one of the hyperp

...eometry a line segment joining two nonconsecutive vertices of a polygon or polyhedron}} ...in, Michael. "The number of intersection points made by the diagonals of a regular polygon". ''SIAM J. Discrete Math''. 11 (1998), no. 1, 135–156; [https://

...acteristics of the six [[regular 4-polytope|4-dimensional analogues of the regular polyhedra]]</small> ! Regular<br />4-polytope

| contribution = Regular honeycombs in hyperbolic space | title = Uninscribable 4-regular polyhedron