ISOMORPHISM VERSUS COMMENSURABILITY FOR A CLASS OF FINITELY PRESENTED GROUPS GOULNARA ARZHANTSEVA, JEAN-FRANC¸OIS LAFONT, AND ASHOT MINASYAN A BSTRACT. We construct a class of finitely presented groups within which the - Grushko theorem - Document - PDFSEARCH.IO

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	ISOMORPHISM VERSUS COMMENSURABILITY FOR A CLASS OF FINITELY PRESENTED GROUPS GOULNARA ARZHANTSEVA, JEAN-FRANC¸OIS LAFONT, AND ASHOT MINASYAN A BSTRACT. We construct a class of finitely presented groups within which the Add to Reading List Document Date: 2013-10-17 07:05:52 Open Document File Size: 143,40 KB Share Result on Facebook Company G. One / A1 / K0 / H0 / A2 / GidG / Isomorphism / / Currency pence / / Event Company Expansion / / Facility P. Hall / As Hall / / IndustryTerm presented / free abelian / non-trivial free product / presented groups / center-by-metabelian / famous solutions / cyclic / / Person Max Dehn / / Product Proposition 3.1 / / SocialTag Combinatorics on words Geometric group theory Combinatorial group theory Geometric topology Presentation of a group Grushko theorem Quotient group Abelian group Conjugacy problem Abstract algebra

ISOMORPHISM VERSUS COMMENSURABILITY FOR A CLASS OF FINITELY PRESENTED GROUPS GOULNARA ARZHANTSEVA, JEAN-FRANC¸OIS LAFONT, AND ASHOT MINASYAN A BSTRACT. We construct a class of finitely presented groups within which the Add to Reading List