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syntomic cohomology

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cohomology

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Syntomic cohomology is the abelian sheaf cohomology of the syntomic site of a a scheme.

It is closely related to the crystalline cohomology of that scheme.

References

The syntomic site was introduced in

Further developments are in

  • Amnon Besser?, Syntomic regulators and p-adic integration I: rigid syntomic regulators (pdf)
Created on May 28, 2010 17:10:45 by Urs Schreiber (131.211.36.96)
Edit | Views: Print | TeX | Source | Linked from: abelian sheaf cohomology, cohomology, motivation for sheaves, cohomology and higher stacks, string structure, tmf, fiber sequence, principal infinity-bundle, group cohomology, chain homology and cohomology, K-theory, cohomology - contents, cobordism cohomology theory, de Rham theorem, Brown representability theorem, Lie algebra cohomology, A Survey of Elliptic Cohomology - A-equivariant cohomology, Lie algebra extension, nonabelian Lie algebra cohomology, nonabelian group cohomology, Chern character, infinity-Lie algebra cohomology, characteristic class, Hochschild cohomology, crystalline cohomology, syntomic cohomology, differential cobordism cohomology, groupal model for universal principal infinity-bundles, hypercohomology, universal principal infinity-bundle, Pontryagin class, secondary characteristic class, Lie group cohomology