Actions of F∞ whose II1 factors and orbit equivalence relations have prescribed fundamental group by Sorin Popa[removed]and Stefaan Vaes[removed]Journal of the American Mathematical Society[removed]), 383–403. Abstract W - Sorin Popa - Document - PDFSEARCH.IO

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	Actions of F∞ whose II1 factors and orbit equivalence relations have prescribed fundamental group by Sorin Popa[removed]and Stefaan Vaes[removed]Journal of the American Mathematical Society[removed]), 383–403. Abstract W Add to Reading List Document Date: 2010-01-15 14:17:21 Open Document File Size: 292,77 KB Share Result on Facebook Company Out / Aut / Z. / X. / / Country Belgium / United States / / / Facility University of California at Los Angeles / / IndustryTerm symmetry groups / fundamental / arbitrary countable / automorphism / trivial / trivial outer automorphism / countable / / Organization NSF Grant DMS-0601082 Mathematics Department / UCLA / Department of Mathematics / American Mathematical Society / University of California at Los Angeles / Mathematics Department / Research Foundation / / Person Sorin Popa / / Position Prime Minister / second author / / Product Theorem 2.4 / / ProvinceOrState California / / PublishedMedium Journal of the American Mathematical Society / / SocialTag Operator theory Topological groups Geometric group theory Algebraic topology Homotopy theory Ergodic theory Von Neumann algebra Amenable group Fundamental group Abstract algebra

Actions of F∞ whose II1 factors and orbit equivalence relations have prescribed fundamental group by Sorin Popa[removed]and Stefaan Vaes[removed]Journal of the American Mathematical Society[removed]), 383–403. Abstract WAdd to Reading List