書誌事項

Twisted honeycombs

by H.S.M. Coxeter

(Regional conference series in mathematics, no. 4)

Published for the Conference Board of the Mathematical Sciences by the American Mathematical Society, c1970

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注記

Bibliography: p. 47

内容説明・目次

目次

  • Introduction Regular tessellations Finite groups of rotations Groups generated by two or three reflections The Petrie polygon of a tessellation The regular tesselations $\{p,q\}_r$ Three-dimensional honeycombs The simplex, cube, cross polytope and 24-cell The 120-cell and the 600-cell Groups generated by four reflections The Petrie polygon of a honeycomb The regular honeycombs $\{p,q,r\}_t$ Finite groups of quaternions Quaternions and Petrie polygons
  • Table 1. Regular tessellations $\{p,q\}_r$ and their groups
  • Table 2. Reflexible honeycombs and their groups
  • Table 3. Twisted honeycombs and their groups References.

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