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Author : Peter McMullen, Egon Schulte
Date : 2003-01-20
Page : 580
Rating : 4.0
Reviews : 1
Category : Book
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0521814960
Abstract Regular Polytopes Encyclopedia of Mathematics ~ Abstract regular polytopes stand at the end of more than two millennia of geometrical research which began with regular polygons and polyhedra The rapid development of the subject in the past twenty years has resulted in a rich new theory featuring an attractive interplay of mathematical areas including geometry combinatorics group theory
Abstract Regular Polytopes Encyclopedia of Mathematics ~ Abstract Regular Polytopes Encyclopedia of Mathematics and its Applications Book 92 Kindle edition by Peter McMullen Egon Schulte Download it once and read it on your Kindle device PC phones or tablets Use features like bookmarks note taking and highlighting while reading Abstract Regular Polytopes Encyclopedia of Mathematics and its Applications Book 92
Abstract Regular Polytopes ~ Abstract regular polytopes Peter McMullen Egon Schulte p cm – Encyclopedia of mathematics and its applications Includes bibliographical references and index ISBN 0521814960 1 Polytopes I Schulte Egon 1955– II Title III Series QA691 M395 2002 5163 5 – dc21 2002017391 ISBN 0 521 81496 0 hardback
Encyclopedia of Mathematics and Its Applications Abstract ~ Find many great new used options and get the best deals for Encyclopedia of Mathematics and Its Applications Abstract Regular Polytopes 92 by Egon Schulte and Peter McMullen 2002 Hardcover at the best online prices at eBay Free shipping for many products
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Encyclopedia of Mathematics and its Applications ~ About Encyclopedia of Mathematics and its Applications Visit This series is devoted to significant topics or themes that have wide application in mathematics or mathematical science and for which a detailed development of the abstract theory is less important than a thorough and concrete exploration of the implications and applications
Abstract regular polytopes eBook 2002 ~ Abstract regular polytopes are highly symmetric combinatorial structures with distinctive geometric algebraic or topological properties This comprehensive uptodate account of the subject meets a critical need for a text in this area no book has been published in this topic since Coxeters Regular Polytopes 1948 and Regular Complex Polytopes 1974
Encyclopedia of Mathematics and Its Applications Founding ~ Encyclopedia of Mathematics and Its Applications Founding Editor G C Rota Allthetitleslistedbelowcanbeobtainedfromgoodbooksellersorfrom CambridgeUniversityPress
Regular polyhedron Wikipedia ~ An abstract polytope is said to be regular if its combinatorial symmetries are transitive on its flags – that is to say that any flag can be mapped onto any other under a symmetry of the polyhedron Abstract regular polytopes remain an active area of research
Abstract polytope Wikipedia ~ Abstract regular polytopes Formally an abstract polytope is defined to be regular if its automorphism group acts transitively on the set of its flags In particular any two kfaces F G of an npolytope are the same that there is an automorphism which maps F to G
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