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SL(2) Representations of Finitely Presented Groups (Contemporary Mathematics)
SL(2) Representations of Finitely Presented Groups (Contemporary Mathematics) Summary:By Gregory W. Brumfiel, H. M. Hilden
This book is essentially self-contained and requires only a basic abstract algebra course as background. The book includes and extends much of the classical theory of $SL(2)$ representations of groups. Readers will find $SL(2)$Representations of Finitely Presented Groups relevant to geometric theory of three dimensional manifolds, representations of infinite groups, and invariant theory. Features ... A new finitely computable invariant $H[pi ]$ associated to groups and used to study the $SL(2)$ representations of $pi$. Invariant theory and knot theory related through $SL(2)$ representations of knot groups. Summary: Critical Review by Student Rating: 5 I loved it! The ideas about math were great! It made it seem so obvious! I was like, well, DUH! I mean, at first the knots seemed grossly kinky, but then I was like yeah, yeah, yeah... just keep it straight! Sure, it's not that hard! Just do it! Please select one mirror to download
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Sponsored LinksSL(2) Representations of Finitely Presented Groups (Contemporary Mathematics) Keywordsgroups theory representations finitely presented presented groups groups relevant groups readers geometric theory dimensional manifolds classical theory essentially self contained groups contemporary contemporary mathematics finitely presented groupsBookmark SL(2) Representations of Finitely Presented Groups (Contemporary Mathematics)Hyperlink code:
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