Cyclic homology of differential operators (Q1097344)
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scientific article; zbMATH DE number 4033979
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Cyclic homology of differential operators |
scientific article; zbMATH DE number 4033979 |
Statements
Cyclic homology of differential operators (English)
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1987
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Der Verf. zeigt, wie man für eine kompakte \(C^{\infty}\) Mannigfaltigkeit X die Hochschild- und die zyklische Homologie der Algebra der Differentialoperatoren auf X durch die De Rham Kohomologie von X ausdrücken kann. Entsprechende Ergebnisse gelten für Steinsche Mannigfaltigkeiten und für glatte affine Varietäten in der Charakteristik 0.
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cyclic homology
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Connes sequence
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spectral sequence
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differential operator
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de Rham cohomology
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Stein manifold
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algebra of differential operators
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0.9235753
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0.92213696
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0.9218234
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0.9213925
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