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Date : 2010-12-06
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Moufang Polygons J Tits Springer ~ From the reviews In this excellently written book the authors give a full classification for Moufang polygons … The book is self contained … the content of the book is accessible for motivated graduate students and researchers from every branch of mathematics
Moufang Polygons Springer ~ Part of the Springer Monographs in Mathematics book series SMM Log in to check access Buy eBook USD 10900 Moufang Polygons and Spherical Buildings Front Matter Pages 425425 PDF Department of Mathematics Tufts University Medford USA Bibliographic information DOI https
Moufang Polygons Springer ~ Cite this chapter as Tits J Weiss 2002 Moufang Polygons In Moufang Polygons Springer Monographs in Mathematics Springer Berlin Heidelberg
Moufang Polygons coauthor Jacques Tits Springer ~ Moufang sets and Jordan division algebras coauthor Tom De Medts Math Annalen 335 2006 415433 On the action of the Hua group in special Moufang sets coauthor Yoav Segev Math Proc Cambridge Phil Soc 144 2008 7784
Finite Moufang Polygons SpringerLink ~ Part of the Springer Monographs in Mathematics book series SMM Abstract Both the statement and our proof of the classification of Moufang polygons can be simplified if we restrict our attention to finite Moufang polygons
An Inventory of Moufang Polygons SpringerLink ~ In this chapter we describe nine families of Moufang polygons In Part III of this book we prove that every Moufang polygon is isomorphic to one of the Moufang polygons described in this chapter An Inventory of Moufang Polygons SpringerLink
Moufang polygon Wikipedia ~ In mathematics Moufang polygons are a generalization by Jacques Tits of the Moufang planes studied by Ruth Moufang and are irreducible buildings of rank two that admit the action of root groups In a book on the topic Tits and Richard Weiss classify them all An earlier theorem proved independently by Tits and Weiss showed that a Moufang polygon must be a generalized 3gon 4gon 6gon or 8gon so the purpose of the aforementioned book was to analyze these four cases
Generalized Polygons Home Springer ~ A generalized polygon is a bipartite graph such that textgrith 2 times textdiameter infty text This is a preview of subscription content log in to check access
BNPairs SpringerLink ~ Part of the Springer Monographs in Mathematics book series SMM Abstract In Part III we proved that every Moufang polygon belongs up to isomorphism to one of the nine families described in Chapter 16
Generalized Polygons Hendrikvan Maldeghem Springer ~ This book is intended to be an introduction to the fascinating theory ofgeneralized polygons for both the graduate student and the specialized researcher in the field It gathers together a lot of basic properties some of which are usually referred to in research papers as belonging to folklore
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