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- W2042724337 abstract "We introduce a new version $kk^{rm alg}$ of bivariant $K$-theory that is defined on the category of all locally convex algebras. A motivating example is the Weyl algebra $W$, i.e. the algebra generated by two elements satisfying the Heisenberg commutation relation, with the fine locally convex topology. We determine its $kk^{rm alg}$-invariants using a natural extension for $W$. Using similar methods the $kk^{rm alg}$-invariants can be determined for many other algebras of similar type." @default.
- W2042724337 created "2016-06-24" @default.
- W2042724337 creator A5021836877 @default.
- W2042724337 date "2004-01-22" @default.
- W2042724337 modified "2023-09-27" @default.
- W2042724337 title "Bivariant $K$-theory and the Weyl algebra" @default.
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