000			03165nmm a2200193Ia 4500
008			230306s9999||||xx |||||||||||||||||und||
020			_a9780821876213 (online)
245		0	_aGroup actions on manifolds
260			_aProvidence, R.I. : _bAmerican Mathematical Society, _cc1985
300			_a1 online resource (xv, 568 p. : ill.)
490			_aContemporary mathematics _vv. 36 _x10983627
500			_aProceedings of the AMSIMSSIAM Joint Summer Research Conference in the Mathematical Sciences on Group Actions on Manifolds, University of Colorado, Boulder, June 26July 1, 1983T.p. verso.
504			_aIncludes bibliographies.
505			_tThe work and influence of Deane Montgomery ; Bibliography of Deane Montgomery ; Homotopy invariants and _G _manifolds: a look at the past fifteen years ; Splitting semifree finite group actions on homotopy spheres into solid tori ; Equivariant Whitehead torsion and actions of compact Lie groups ; A family of unusual torus group actions ; For _G=S^1 _ there is no _G _Chern character ; Equivariant frameability of homotopy linear _S^1 _ actions on spheres ; Action maps on equivariant function spaces and applications to PL bordism ; BorsukUlam theorems for prime periodic transformation groups ; On equivariant maps of Stiefel manifolds ; Representations at fixed points ; Transformation groups and fixed point data ; Lectures on transformation groups and Smith equivalence ; Transformation groups and exotic spheres ; Constructions of group actions: a survey of some recent developments ; Concordance of group actions on spheres ; Induction in equivariant _K _theory and _s _Smith equivalence of representations ; Smith equivalent representations of generalized quaternion groups ; _s _Smith equivalent representations of finite abelian groups ; Isotropy representations of nonabelian finite group actions ; Transformation groups and lowdimensional manifolds ; The role of Seifert fiber spaces in transformation groups ; Realizing group automorphisms ; Cohomology of a Siegel modular variety of degree _2 _ ; Newman's theorem and the HilbertSmith conjecture ; Geometry, representation theory, and the YangMills functional ; Problems submitted to the AMS summer research conference on group actions _rFrank Raymond and Reinhard Schultz ; Reinhard Schultz ; Reinhard Schultz ; Ronald M Dotzel ; Soren Illman ; Christopher Allday ; JP Haeberly ; Peter Loffler and Reinhard Schultz ; Benjamin M Mann and Edward Y Miller ; Alejandro Necochea ; Duane Randall ; Sylvain E Cappell and Julius L Shaneson ; Karl Heinz Dovermann Ted Petrie and Reinhard Schultz ; Mikiya Masuda and Ted Petrie ; Reinhard Schultz ; Shmuel Weinberger ; Amir H Assadi ; Eung Chun Cho and Dong Youp Suh ; Eung Chun Cho ; Dong Youp Suh ; YuhDong Tsai ; Allan L Edmonds ; Kyung Bai Lee and Frank Raymond ; David Fried and Ronnie Lee ; Ronnie Lee and Steven H Weintraub ; Hsu Tung Ku Mei Chin Ku and L N Mann ; H Turner Laquer
650			_aGroup actions (Mathematics)
650			_aManifolds (Mathematics)
700			_aSchultz Reinhard
856			_uhttp://www.ams.org/conm/036/
999			_c28447 _d28447