Description |
1 online resource (xiii, 551 pages) : illustrations |
Series |
Encyclopedia of mathematics and its applications |
|
Encyclopedia of mathematics and its applications.
|
Contents |
Cover; Half-title; Series-title; Title; Copyright; Dedication; Contents; Preface; 1 Classical Regular Polytopes; 2 Regular Polytopes; 3 Coxeter Groups; 4 Amalgamation; 5 Realizations; 6 Regular Polytopes on Space-Forms; 7 Mixing; 8 Twisting; 9 Unitary Groups and Hermitian Forms; 10 Locally Toroidal 4-Polytopes: I; 11 Locally Toroidal 4-Polytopes: II; 12 Higher Toroidal Polytopes; 13 Regular Polytopes Related to Linear Groups; 14 Miscellaneous Classes of Regular Polytopes; Bibliography; List of Symbols; Author Index; Subject Index |
Summary |
Abstract regular polytopes are highly symmetric combinatorial structures with distinctive geometric, algebraic or topological properties. This comprehensive up-to-date account of the subject meets a critical need for a text in this area; no book has been published in this topic since Coxeter's Regular Polytopes (1948) and Regular Complex Polytopes (1974) |
Bibliography |
Includes bibliographical references (pages 519-538) and indexes |
Notes |
English |
Subject |
Polytopes.
|
|
Polytopes.
|
Form |
Electronic book
|
Author |
Schulte, Egon, 1955-
|
LC no. |
2002017391 |
ISBN |
0521814960 |
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9780521814966 |
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0511058675 |
|
9780511058677 |
|
0511073461 |
|
9780511073465 |
|
9780511546686 |
|
0511546688 |
|
0511308434 |
|
9780511308437 |
|
1316085759 |
|
9781316085752 |
|
1280419903 |
|
9781280419904 |
|
9786610419906 |
|
6610419906 |
|
0511169582 |
|
9780511169588 |
|
1139148222 |
|
9781139148221 |
|
0511065000 |
|
9780511065002 |
|