Local cohomology

• General Introduction

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• Search results

  MathSciNet

  Google Scholar

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  arXiv: Experimental full text search

  arXiv: Abstract search

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• Online References

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• Paper References

  Twenty-Four Hours of Local Cohomology. AMS.

  Local Cohomology: An Algebraic Introduction with Geometric Applications (Cambridge Studies in Advanced Mathematics) fra Mathematics by: M. P. Brodmann, R. Y. Sharp

  Brodmann and Sharp: Local Cohomology: An Algebraic Introduction with Geometric Applications (Cambridge Studies in Advanced Mathematics)

  Section 4.6 in Weibel: An introduction to homological algebra.

  I think there are some seminar notes by Hartshorne (1961) (in the Moore library)

  Hartshorne: LNM0041 Local cohomology. A heavier and more general treatment might possibly be found in Residues and duality, by the same author.

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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

  arXiv:1001.0862 Abstract local cohomology functors from arXiv Front: math.CT by Yuji Yoshino, Takeshi Yoshizawa We propose to define the notion of abstract local cohomology functors. The derived functors of the ordinary local cohomology functor with support in the closed subset defined by an ideal and the generalized local cohomology functor associated with a given pair of ideals are characterized as elements of the set of all the abstract local cohomology functors.

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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