The Relation of Cobordism to K-TheoriesSpringer, 2006 M11 14 - 116 pages |
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P. E. Conner, E. E. Floyd. 28 Lecture Notes in Mathematics Pierre E. Conner E. E. Floyd The Relation of Cobordism to K - Theories Springer Lecture Notes in Mathematics A collection of informal reports and. Front Cover.
P. E. Conner, E. E. Floyd. 28 Lecture Notes in Mathematics Pierre E. Conner E. E. Floyd The Relation of Cobordism to K - Theories Springer Lecture Notes in Mathematics A collection of informal reports and. Front Cover.
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... 28 P.E. Conner · E. E. Floyd University of Virginia , Charlottesville 1966 The Relation of Cobordism to K - Theories · Springer - Verlag Berlin Heidelberg New York · • All rights , especially that of translation into foreign languages.
... 28 P.E. Conner · E. E. Floyd University of Virginia , Charlottesville 1966 The Relation of Cobordism to K - Theories · Springer - Verlag Berlin Heidelberg New York · • All rights , especially that of translation into foreign languages.
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... cobordism . Since new connections are in the process of being discovered by various workers , we make no attempt to be definitive but simply cover a few of our favorite topics . If there is any unified theme it is that we treat various ...
... cobordism . Since new connections are in the process of being discovered by various workers , we make no attempt to be definitive but simply cover a few of our favorite topics . If there is any unified theme it is that we treat various ...
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... cobordism determines * KO ̊ ( • ) . The isomorphisms are generated by respectively . Various topics are treated along the way , in particular cobordism characteristic classes . There is the sphere spectrum , whose homology groups are ...
... cobordism determines * KO ̊ ( • ) . The isomorphisms are generated by respectively . Various topics are treated along the way , in particular cobordism characteristic classes . There is the sphere spectrum , whose homology groups are ...
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abelian group algebra base point bordism bordism classes BSp(n bundle map c₁ ch+k characteristic classes Chern classes Chern numbers closed U-manifold cobordism coefficient groups cohomology theory complex inner product complex vector space consider COROLLARY CP(n CW pair X,A define denote diagram dimension Dold element epimorphism ɛ K(M finite CW complex finite CW pair framed manifold Hence Hirzebruch homotopy class Hopf HP(n identified induced inner product space integer K-theory kernel KSP(X LEMMA line bundle M²n map f module monomial MSU 4k MU(k multiplicative cohomology theory n+2k ñ¹(x P₁ partition polynomial Proof quaternionic quaternionic vector space Similarly stable tangent bundle stably framed manifold SU(n Suppose theorem Thom class Thom space Todd genus trivial U-structure U(n)-bundle unitary vector space bundle Z-graded εΩ Ωυ हु