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The Jhomomorphism and quadratic forms
The quadratic Jhomomorphism
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action acts additive algebra apply assume Burnside ring called canonical character choose closed cohomology compact compact Lie group complex compute conjugation consider contained continuous cyclic defined definition denote diagram DIEGO Edited elements equal equivariant exact exists extension fibre field finite finite group fixed point function functor G-homotopy G-map G-modules G-sets G-space G-vector bundles given gives Hence homology homomorphism homotopy equivalence implies induces injective integer inverse irreducible isomorphism Let G LIBRARY locally Math maximal module Moreover multiplication natural NH/H normal Note obtain orbit oriented p-adic p-group pair particular projective Proof properties Proposition prove relation Remark representation restriction sequence space splitting stable structure subgroup subgroups of G suitable Suppose surjective Theorem theory topology unit UNIVERSITY zero