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Started by Fernando Gouvea
Fri, 02 Oct 1992 16:57
Formal cohomology
Author: Fernando Gouvea
Date: Fri, 02 Oct 1992 16:57
Date: Fri, 02 Oct 1992 16:57
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1356 bytes
I've been reading the papers of Washnitzer and Monsky on "formal cohomology", and I was wondering where the theory has gone since the foundational papers. Are there current references? A particular question that occurred to me is the following. In their papers, Washnitzer and Monsky construct the cohomology of an affine variety in characteristic p by lifting its coordinate ring (very carefully) to characteristic zero. Has anyone looked for a "quasi-coherent" version, where modules over the coordinate ring are lifted to characteristic zero? -- ============================================================================ Fernando Q. Gouvea fqgouvea@colby.edu Dept. of Math/CS (207)-872-3278 Colby College Mudd 407
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