ON SUBGROUPS OF RIGHT ANGLED ARTIN GROUPS WITH FEW GENERATORS ASHOT MINASYAN Abstract. For each d ∈ N we construct a 3-generated group Hd , which is a subdirect product of free groups, such that the cohomological dimen - HNN extension - Document - PDFSEARCH.IO

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	ON SUBGROUPS OF RIGHT ANGLED ARTIN GROUPS WITH FEW GENERATORS ASHOT MINASYAN Abstract. For each d ∈ N we construct a 3-generated group Hd , which is a subdirect product of free groups, such that the cohomological dimen Add to Reading List Document Date: 2015-04-01 09:20:41 Open Document File Size: 367,77 KB Share Result on Facebook Company N C F / Fi / A. Abusing / Fs / H/Lij / B. Then / 3This / F/Mij / Gd / Proposition 1 / / IndustryTerm infinite cyclic / subdirect product / direct products / direct product / free groups / free and direct products / presented / limit groups / free abelian / nonabelian limit / generated / subdirect products / free / presented subdirect product / graph products / presented subdirect products / / Organization African Union / U.S. Securities and Exchange Commission / / Product Lemma 4.1 / / ProvinceOrState Arizona / / SocialTag Geometric group theory Combinatorics on words HNN extension Artin group Presentation of a group Stallings theorem about ends of groups Amenable group Abstract algebra Group theory Algebra

ON SUBGROUPS OF RIGHT ANGLED ARTIN GROUPS WITH FEW GENERATORS ASHOT MINASYAN Abstract. For each d ∈ N we construct a 3-generated group Hd , which is a subdirect product of free groups, such that the cohomological dimenAdd to Reading List