On the space of left-orderings of virtually solvable groups Cristobal Rivas - First Love - Document - PDFSEARCH.IO

First Page		Document Content
Date: 2013-03-14 07:03:47 Group theory Geometry Algebra Geometric group theory Topological groups Amenable group Kazhdan's property Index of a subgroup Commutator subgroup Solvable group Coset Virtually		On the space of left-orderings of virtually solvable groups Cristobal Rivas & Romain Tessera∗ Abstract We show that the space of left-orderings of a countable virtually solvable group is either finite or homeomorphic t Add to Reading List Source URL: www.normalesup.org Download Document from Source Website File Size: 348,60 KB Share Document on Facebook

	On the space of left-orderings of virtually solvable groups Cristobal Rivas & Romain Tessera∗ Abstract We show that the space of left-orderings of a countable virtually solvable group is either finite or homeomorphic t DocID: 1xV2O - View Document
	QUASI-ISOMETRICALLY EMBEDDED FREE SUB-SEMIGROUPS YVES DE CORNULIER, ROMAIN TESSERA Abstract. If G is either a connected Lie group, or a finitely generated solvable group with exponential growth, we show that G contains a DocID: 1xTlG - View Document
	SUBGROUP SERIES II KEITH CONRAD 1. Introduction In part I, we met nilpotent and solvable groups, defined in terms of normal series. Recalling the definitions, a group G is called nilpotent if it admits a normal series (1 DocID: 1ucTI - View Document
	HomeworkFind a normal subgroup of S4 of orderShow that a group of order 385 is solvable. 3. Write (x2 + y 2 )(x2 + z 2 )(y 2 + z 2 ) DocID: 1t5ke - View Document
	255 Documenta Math. Local Classes and Pairwise Mutually Permutable Products of Finite Groups DocID: 1rsJ2 - View Document