Categorical Decomposition Techniques in Algebraic Topology [electronic resource] : International Conference in
User Rating: Be the first one!
Author: Arone, Gregory, Hubbuck, John, Levi, Ran, Weiss, Michael
Added by: sketch
Added Date: 2015-12-30
Language: eng
Subjects: Mathematics, Algebra, Algebraic topology, Algebra, Algebraic topology, Mathematics
Publishers: Basel : Birkhäuser Basel : Imprint : Birkhäuser
Collections: folkscanomy miscellaneous, folkscanomy, additional collections
ISBN Number: 9783034878630, 303487863X, 9783034896016, 3034896018
Pages Count: 600
PPI Count: 600
PDF Count: 1
Total Size: 113.89 MB
PDF Size: 26.81 MB
Extensions: djvu, gif, pdf, gz, zip, torrent, log, mrc
Downloads: 721
Views: 771
Total Files: 18
Media Type: texts
Total Files: 5
TORRENT
springer 10 1007 978 3 0348 7863 0 archi...torrent
Last Modified: 2022-03-09 10:12:19
Download
Size: 8.63 KB
Description
Categorical Decomposition Techniques in Algebraic Topology: International Conference in Algebraic Topology, Isle of Skye, Scotland, June 2001
Author: Gregory Arone, John Hubbuck, Ran Levi, Michael Weiss
Published by Birkhäuser Basel
ISBN: 978-3-0348-9601-6
DOI: 10.1007/978-3-0348-7863-0
Table of Contents:
The book consists of articles at the frontier of current research in Algebraic Topology. It presents recent results by top notch experts, and is intended primarily for researchers and graduate students working in the field of algebraic topology. Included is an important article by Cohen, Johnes and Yan on the homology of the space of smooth loops on a manifold M, endowed with the Chas-Sullivan intersection product, as well as an article by Goerss, Henn and Mahowald on stable homotopy groups of spheres, which uses the cutting edge technology of "topological modular forms."
The functor T and the cohomology of mapping spaces -- On Morava K-theories of an S-arithmetic Group -- Ext groups for the composition of functors -- Homotopy operations and rational homotopy type -- The loop homology algebra of spheres and projective spaces -- On braid groups, free groups, and the loop space Of the 2-sphere -- The K-completion of E6 -- The Homotopy of L2V(1) for the Prime 3 -- Spherical Space Forms -- Homotopy Types and Self-Equivalences -- The Homotopy Type of Two-Regular K-Theory -- Strict model structures for pro-categories -- L-s categories of simply-connected compact simple lie groups Of low rank -- The mccord model for the tensor product of a space And a commutative ring spectrum -- Spaces of multiplicative maps between Highly structured ring spectra -- Colimits, stanley-reisner algebras, and loop spaces -- Maps to spaces in the genus of infinite quaternionic Projective space
Author: Gregory Arone, John Hubbuck, Ran Levi, Michael Weiss
Published by Birkhäuser Basel
ISBN: 978-3-0348-9601-6
DOI: 10.1007/978-3-0348-7863-0
Table of Contents:
- The Functor T and the Cohomology of Mapping Spaces
- On Morava K-theories of an S-arithmetic Group
- Ext Groups for the Composition of Functors
- Homotopy Operations and Rational Homotopy Type
- The Loop Homology Algebra of Spheres and Projective Spaces
- On Braid Groups, Free Groups, and the Loop Space of the 2-Sphere
- The K-completion of E
- The Homotopy of L
- Spherical Space Forms — Homotopy Types and Self-equivalences
- The Homotopy Type of Two-regular K-theory
- Strict Model Structures for Pro-categories
- L-S Categories of Simply-connected Compact Simple Lie Groups of Low Rank
- The McCord Model for the Tensor Product of a Space and a Commutative Ring Spectrum
- Spaces of Multiplicative Maps between Highly Structured Ring Spectra
- Colimits, Stanley-Reisner Algebras, and Loop Spaces
- Maps to Spaces in the Genus of Infinite Quaternionic Projective Space
The book consists of articles at the frontier of current research in Algebraic Topology. It presents recent results by top notch experts, and is intended primarily for researchers and graduate students working in the field of algebraic topology. Included is an important article by Cohen, Johnes and Yan on the homology of the space of smooth loops on a manifold M, endowed with the Chas-Sullivan intersection product, as well as an article by Goerss, Henn and Mahowald on stable homotopy groups of spheres, which uses the cutting edge technology of "topological modular forms."
The functor T and the cohomology of mapping spaces -- On Morava K-theories of an S-arithmetic Group -- Ext groups for the composition of functors -- Homotopy operations and rational homotopy type -- The loop homology algebra of spheres and projective spaces -- On braid groups, free groups, and the loop space Of the 2-sphere -- The K-completion of E6 -- The Homotopy of L2V(1) for the Prime 3 -- Spherical Space Forms -- Homotopy Types and Self-Equivalences -- The Homotopy Type of Two-Regular K-Theory -- Strict model structures for pro-categories -- L-s categories of simply-connected compact simple lie groups Of low rank -- The mccord model for the tensor product of a space And a commutative ring spectrum -- Spaces of multiplicative maps between Highly structured ring spectra -- Colimits, stanley-reisner algebras, and loop spaces -- Maps to spaces in the genus of infinite quaternionic Projective space
You May Also Like
We will be happy to hear your thoughts