Abstract This note answers a question of Kechris: if H < G is a normal subgroup of a countable group G, H has property MD and G H is amenable and residually finite then G also has property MD. Under the same hypothesis w - Residually finite group - Document - PDFSEARCH.IO

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	Abstract This note answers a question of Kechris: if H < G is a normal subgroup of a countable group G, H has property MD and G/H is amenable and residually finite then G also has property MD. Under the same hypothesis w Add to Reading List Document Date: 2011-08-01 20:07:39 Open Document File Size: 291,31 KB Share Result on Facebook Company G/N / J. / K. Let / G/H / / Currency pence / / / IndustryTerm infinite amenable / amenable / direct product / non-amenable / countable / / Organization Texas A&M University / / Person Ai / Robin D. Tucker-Drob / Lewis Bowen / / Position RT / / ProvinceOrState Maryland / / SocialTag Group theory Topological groups Quantum mechanics Amenable group Geometric group theory Group action Von Neumann algebra Hilbert space Ergodic theory Abstract algebra

Abstract This note answers a question of Kechris: if H < G is a normal subgroup of a countable group G, H has property MD and G/H is amenable and residually finite then G also has property MD. Under the same hypothesis wAdd to Reading List