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Date : 1991-10-31
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0792313941
Geometry of Defining Relations in Groups Mathematics and ~ Buy Geometry of Defining Relations in Groups Mathematics and its Applications on FREE SHIPPING on qualified orders
Geometry of Defining Relations in Groups Springer ~ Mathematics and Its Applications Soviet Series Managing Editor M HAZEWINKEL Centre for Mathematics and Computer Science Amsterdam The Netherlands Geometry of Defining Relations in Groups by A Yu Olshanskii Department of Higher Algebra Moscow University Moscow
Geometry of Defining Relations in Groups SpringerLink ~ Geometry of Defining Relations in Groups Authors view affiliations A Yu Ol’shanskii Book 130 Citations 1 Readers 35k Downloads Part of the Mathematics and Its Applications book series MASS volume 70 Log in to check access Buy eBook USD 8499 Relations in Periodic Groups A Yu Ol’shanskii Pages 194217
Geometry of Defining Relations in Groups Ol ~ Geometry of Defining Relations in
Geometry of defining relations in groups 1991 edition ~ Geometry of defining relations in groups by A I͡U Olʹshanskiĭ 1991 Geometry Group theory Theres no description for this book yet Translation of Geometrii͡a opredeli͡ai͡ushchikh sootnosheniĭ v gruppakh Series Mathematics and its applications Soviet series v 70 Mathematics and its applications Kluwer Academic
Geometry of Defining Relations in Groups eBook 1991 ~ Get this from a library Geometry of Defining Relations in Groups A Yu Olshanskii Ht moi si favait su comment en reveniT One service mathematics hal rendered the je ny serais point aile human race It has put C
Van Kampen diagram Wikipedia ~ Geometry of defining relations in groups Translated from the 1989 Russian original by Yu A Bakhturin Mathematics and its Applications Soviet Series 70 Kluwer Academic Publishers Group Dordrecht 1991 ISBN 0792313941 Roger C Lyndon and Paul E Schupp Combinatorial Group Theory SpringerVerlag New York 2001
Tarski monster group Wikipedia ~ Olshanskiĭ A Yu 1991 Geometry of defining relations in groups Mathematics and its Applications Soviet Series 70 Dordrecht Kluwer Academic Publishers Group ISBN 9780792313946 This algebra related article is a stub
Small cancellations over relatively hyperbolic groups and ~ Abstract We generalize the small cancellation theory over ordinary hyperbolic groups to relatively hyperbolic settings This generalization is then used to prove various embedding theorems for countable groups
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