Geometric cohomology

• General Introduction

  See also Arithmetic cohomology, Absolute cohomology

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• Online References

  Article of Nekovar, see page 9.

  In Levine's chapter in the K-theory handbook, he mentions (page 511) a notion of geometric cohomology. This is something more refined than a Bloch-Ogus theory. Examples include de Rham cohomology, singular cohomology, etale cohomology with mod n coefficients. He remarks that although absolute Hodge cohomology, Deligne cohomology, and l-adic etale cohomology do not fit into this framework, "can use same method to define realization functors".

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• Paper References

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• Definition

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• Properties

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• Standard theorems

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• Open Problems

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• Connections to Number Theory

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• Computations and Examples

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• History and Applications

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• Some Research Articles

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• Other Information

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• Comments Posted

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• General Introduction
• Search results
• Online References
• Paper References
• Definition
• Properties
• Standard theorems
• Open Problems
• Connections to Number Theory
• Computations and Examples
• History and Applications
• Some Research Articles
• Other Information
• Comments Posted
• Comments