Beyond p-compact groups II | Tilman Bauer's math site
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Fake Lie Groups with Maximal Tori IV - Dietrich Notbohm - Google Books
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Fake Lie Groups with Maximal Tori IV. Front Cover. Dietrich Notbohm. Sonderforschungsbereich Geometrie und Analysis, pages.
Fake Lie Groups and Maximal Tori II - Dietrich Notbohm, Larry Smith -...
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Fake Lie Groups and Maximal Tori II. Front Cover. Dietrich Notbohm, Larry Smith. Sonderforschungsbereich Geometrie und Analysis, pages.
Algebraic Topology and Transformation Groups: Proceedings of ...books.google.co.uk › books
books.google.co.uk
The Fixed-Point Conjecture for p-Toral Groups by Dietrich Notbohm 1. Introduction Suppose that X is a space with an action of the topological group G. Let xG ...
Cohomological Methods in Homotopy Theory: Barcelona Conference on...
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(26 Dietrich Notbohm, Classifying spaces of compact Lie groups and finite loop spaces, Handbook of algebraic topology, North-Holland, Amsterdam, 1995, pp.
Contents of Volume 64, Number 2, October 2001www1.maths.leeds.ac.uk › jlms › cont642
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... Cohomology splittings of Stiefel manifolds Dietrich Notbohm - Homology decompositions for classifying spaces of finite groups associated to modular ...
Mappings Spaces of Compact Lie Groups and p-Adic Completion - Jstor
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DAVID BLANC AND DIETRICH NOTBOHM. (Communicated by Frederick R. Cohen). ABSTRACT. If BG, BH are the classifying spaces of compact Lie groups, ...
Mathematica Gottingensis: Preprint Server
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Dietrich Notbohm, For which pseudo reflection groups are the p-adic polynomial invariants again a polynomial algebra ? [ .dvi.Z ] Dietrich Notbohm, Topological Realization of a Family of Pseudo Reflection Groups.
The fixed-point conjecture for p-toral groups | SpringerLink
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The Fixed-Point Conjecture for p-Toral Groups by. Dietrich Notbohm. 1. Introduction. Suppose that X is a space with an action of the topological group G. Let. xG.
Kernels of maps between classifying spaces | SpringerLink
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For homomorphisms between groups, one can divide out the kernel to get an injection. Here, we develop a notion of kernels for maps between classifying spac
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EUDML | Topological realization of a family of pseudoreflection...
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Topological realization of a family of pseudoreflection groups. Dietrich Notbohm · Fundamenta Mathematicae (1998). Volume: 155, Issue: 1, page 1-31; ISSN: ...
AMS :: Proceedings of the American Mathematical Society
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Request Permissions. Mapping spaces of compact Lie groups and $ p$ -adic completion. Authors: David Blanc and Dietrich Notbohm Journal: Proc. Amer. Math.
CAT 1989
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Dietrich Notbohm, Maps between classifying spaces. Bob Oliver, Self-maps of classifying spaces of compact Lie groups. Andrei Pazhitnov, On the exactness of ...
DML-PL - Yadda - ICM UWpldml.icm.edu.pl › similarSearch › page.action
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... bounds on the dimensions of the Hodge. decomposition fac[...] Więcej. 2. Topological realization of a family of pseudoreflection groups Dietrich Notbohm.
Homology decompositions for p-compact groups — The ...abdn.pure.elsevier.com › publications › homolog...
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Natàlia Castellana, Ran Levi, Dietrich Notbohm. Mathematical Science. Research output: Contribution to journal › Article. 5 Citations (Scopus).
Publications of the Research Institute for Mathematical Scienceswww.ems-ph.org › journals › show_abstract
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Published online: Elementary Abelian p Subgroups of Lie Groups. Richard Kane and Dietrich Notbohm. (1) University of Western Ontario, London, ...
RAE : Submissions
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Dietrich Notbohm is an algebraic topologist with an interest in applications to algebra and Lie theory. His work covers Lie groups, finite loop spaces and the ...
rae : submissions : ra5a
www.rae.ac.uk
Dietrich Notbohm is a leading expert on the homotopy theory of classifying spaces, homology decompositions, p-compact groups and their applications, with ...
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