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Topic: Hochschild cohomology

	Math JS Milne Preprints
		Gives a short proof of the theorem, which is a duality for the cohomology groups of finite flat group schemes over complete discrete valuation rings.
		The chapters are: I, Galois Cohomology; II, Etale Cohomology; III, Flat Cohomology.
		Show that for any abelian variety and any Weil cohomology, there is a reductive group (necessarily nonconnected) such that the Lefschetz cohomology classes are precisely those fixed by the group.
	www.jmilne.org /math/Preprints (2318 words)

	Thorsten Holm's Math Links
		Oberwolfach-Workshop Cohomology of Finite Groups: Interactions and Applications, Oberwolfach, 4 - 10 September 2005
		Conference Algebre non commutative artinienne, representations et cohomologies.
		Workshop on Hochschild cohomology and applications, 31st March - 4th April 2003, University of Leicester
	www.maths.leeds.ac.uk /~tholm/mathlinks.html (480 words)

	Books and Articles 2000 to prese (Site not responding. Last check: 2007-09-18)
		Library buildings in a digital age, why bother?
		Bardzell, M., Locateli, A. and Marcos, E. On the Hochschild cohomology of truncated cycle algebras.
		Barzilai, H. Graduate student initiated calculus reform II.
	www.salisbury.edu /library/BibliographyFacScholarship/Books&Art2000-P.htm (5316 words)

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