The following pages link to H. S. M. Coxeter (Q178636):
Displaying 50 items.
- The densities of the regular polytopes. III: Non-Euclidean polytopes. (Q559364) (← links)
- A new uniform polytope in four dimensions (Q567348) (← links)
- The polytopes with regular-prismatic vertex figures. II. (Q569327) (← links)
- The densities of the regular polytopes. II. (Q569328) (← links)
- Groups whose fundamental regions are simplexes. (Q571940) (← links)
- The Lehmus inequality (Q760007) (← links)
- The collineation groups of the finite affine and projective planes with four lines through each point (Q767565) (← links)
- Close-packing and froth (Q770027) (← links)
- On subgroups of the modular group (Q770061) (← links)
- Similarities and conformal transformations (Q774483) (← links)
- Regular and semi-regular polytopes. II (Q798960) (← links)
- Trisecting an orthoscheme (Q919279) (← links)
- Star polytopes and the Schläfli function f(\(\alpha\) ,\(\beta\) ,\(\gamma\) ) (Q923367) (← links)
- Twisted honeycombs \(\{\) 3,5,3\(\}\) , and their groups (Q1059279) (← links)
- Regular and semi-regular polytopes. III (Q1096182) (← links)
- The symmetry groups of the regular complex polygons (Q1131458) (← links)
- Regular 3-complexes with toroidal cells (Q1217138) (← links)
- The space-time continuum (Q1219792) (← links)
- Gauss as a geometer (Q1247409) (← links)
- The Erlangen program (Q1254293) (← links)
- Affine regularity (Q1261191) (← links)
- Numerical distances among the spheres in a loxodromic sequence (Q1272409) (← links)
- Philon lines in non-Euclidean planes (Q1312226) (← links)
- Symmetrical combinations of three or four hollow triangles (Q1345646) (← links)
- Seven cubes and ten 24-cells (Q1380771) (← links)
- The equianharmonic surface and the Hessian polyhedron (Q1393721) (← links)
- The pure archimedean polytopes in six and seven dimensions. (Q1442076) (← links)
- The densities of the regular polytopes. (Q1828164) (← links)
- The circumradius of the general simplex. (Q1831757) (← links)
- The polytopes with regular-prismatic vertex figures. (Q1834085) (← links)
- Ten toroids and fifty-seven hemi-dodecahedra (Q1836879) (← links)
- Discrete groups generated by reflections (Q1840101) (← links)
- Some applications of trilinear coordinates (Q1899420) (← links)
- Cyclotomic integers, nondiscrete tessellations, and quasicrystals (Q2367453) (← links)
- The inverse plane and hyperbolic space (Q2522363) (← links)
- Inversive distance (Q2524164) (← links)
- Loxodromic sequences of tangent spheres (Q2528084) (← links)
- Affinely regular polygons (Q2537032) (← links)
- Finite groups generated by unitary reflections (Q2537633) (← links)
- Inversive geometry (Q2547372) (← links)
- The role of intermediate convergents in Tait's explanation for phyllotaxis (Q2548622) (← links)
- The trigonometry of Escher's woodcut ''Circle Limit III'' (Q2564029) (← links)
- A method for proving certain abstract groups to be infinite. (Q2585895) (← links)
- The binary polyhedral groups and other generalizations of the quaternion group. (Q2585931) (← links)
- Regulär and semiregular polytopes. I. (Q2587948) (← links)
- The polytope \(2_{21}\), whose twenty-seven vertices correspond to the lines on the general cubic surface. (Q2588046) (← links)
- A generalization of theorems of Schönhardt and Mehmke on polytopes. (Q2589557) (← links)
- The abstract groups \(G^{m,\, n,\, p}\). (Q2590397) (← links)
- Aufgabe 245. (Gestellt in Jber. Deutsche Math.-Verein. 47 (1937), 39 kursiv.) Lösung von H. S. M. Coxeter. (Q2592388) (← links)
- The regular sponges, or skew polyhedra. (Q2594813) (← links)
