Guide Cohomological Methods in Transformation Groups

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This is a preview of subscription content, log in to check access. Adem, Finite transformation groups and their homology representations, Thesis, Princeton University, Google Scholar. Adem, Cohomological restrictions on finite group actions, J. Adem, Torsion in equivariant cohomology, Comment. Helvetici 64 , — Carlsson, R.

Smith theory of group actions

Cohen, H. Miller and D. Adem and W. Browder, The free rank of symmetry of S n k , Invent. Allday and V.


Puppe, On the localization theorem at the cochain level and free torus actions, Proc. Puppe, Cohomological Methods in Transformation Groups, to appear.

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  6. Assadi, Varieties in finite transformation groups, Bull. New Series 19 , — Assadi, Integral representations of finite transformation groups I, J. Assadi, Integral representations of finite transformation groups II: non-simply-connected spaces, J. Assadi, An algebraic invariant for finite group actions and applications, to appear. Baumgartner, On the cohomology of free p-torus actions, to appear. Benson and J.

    Carlson, Complexity and multiple complexes, Math. Browder, Cohomology and group actions, Invent.

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    Browder, Actions of elementary abelian p-groups, Topology 27 , — Brown, Euler characteristics of discrete groups and G-spaces, Invent. Our websites may use cookies to personalize and enhance your experience. By continuing without changing your cookie settings, you agree to this collection. For more information, please see our University Websites Privacy Notice.

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    Announcements [Read More]. Congratulations to […] [Read More]. A recent and fruitful approach to this problem introduced by Lemke Oliver, Wang, and Wood is to count inductively.

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    In this talk we discuss the close relationship between step one of this method and the first Galois cohomology group. This approach suggests a refinement of Malle's conjecture which gives new insight into the problem.

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