Sperner's Lemma with Multiple Labels

An analogue of Sperner's lemma with multiple, unrestricted labels is proved. It extends a result due to Hochberg, McDiarmid and Saks obtained in the context of determining the bandwidth of the triangulated triangle.

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Bibliographic Details
Published inModeling, Computation And Optimization pp. 257 - 262
Main Author Bapat, R. B.
Format Book Chapter
LanguageEnglish
Published WORLD SCIENTIFIC 01.04.2009
Subjects
multiple labels
Sperner's lemma
triangulated triangle
Online AccessGet full text
ISBN9789814467896
9814273511
9789814273503
9814467898
9789814273510
9814273503
DOI10.1142/9789814273510_0016

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Abstract An analogue of Sperner's lemma with multiple, unrestricted labels is proved. It extends a result due to Hochberg, McDiarmid and Saks obtained in the context of determining the bandwidth of the triangulated triangle.
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Keywords multiple labels
Sperner's lemma
triangulated triangle
Language English
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Title Sperner's Lemma with Multiple Labels
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