ON THE GIRTH OF GROUPS SAUL SCHLEIMER Abstract. DISCLAIMER: Everything that follows is of a preliminary nature. We give a new invariant for finitely generated groups, - Cayley graph - Document - PDFSEARCH.IO

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	ON THE GIRTH OF GROUPS SAUL SCHLEIMER Abstract. DISCLAIMER: Everything that follows is of a preliminary nature. We give a new invariant for finitely generated groups, Add to Reading List Document Date: 2003-06-08 15:28:32 Open Document File Size: 111,44 KB Share Result on Facebook Company H F / Bp / Sn (See [3] page 132.) We / Suppose Z / / / Facility University of California / / IndustryTerm desired / semidirect product / symmetric / free / finite / / Organization University of California / Berkeley / Department of Mathematics / / Person George Bergman / Alexander Lubotzky / Martin Greendlinger / Jonathan D. Rogawski / SAUL SCHLEIMER / / SocialTag Group theory Geometric group theory Cayley graph Thin group Presentation of a group Quasi-isometry Free group Symmetric group End Abstract algebra

ON THE GIRTH OF GROUPS SAUL SCHLEIMER Abstract. DISCLAIMER: Everything that follows is of a preliminary nature. We give a new invariant for finitely generated groups,Add to Reading List