Categorical Decomposition Techniques in Algebraic Topology

Table of Contents

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   Book Overview
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   Chapter 1 The Functor T and the Cohomology of Mapping Spaces
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   Chapter 2 On Morava K -theories of an S -arithmetic Group
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   Chapter 3 Ext Groups for the Composition of Functors
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   Chapter 4 Homotopy Operations and Rational Homotopy Type
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   Chapter 5 The Loop Homology Algebra of Spheres and Projective Spaces
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   Chapter 6 On Braid Groups, Free Groups, and the Loop Space of the 2-Sphere
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   Chapter 7 The K -completion of E 6
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   Chapter 8 The Homotopy of L 2 V (1) for the Prime 3
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    Chapter 9 Spherical Space Forms — Homotopy Types and Self-equivalences
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    Chapter 10 The Homotopy Type of Two-regular K -theory
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    Chapter 11 Strict Model Structures for Pro-categories
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    Chapter 12 L-S Categories of Simply-connected Compact Simple Lie Groups of Low Rank
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    Chapter 13 The McCord Model for the Tensor Product of a Space and a Commutative Ring Spectrum
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    Chapter 14 Spaces of Multiplicative Maps between Highly Structured Ring Spectra
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    Chapter 15 Colimits, Stanley-Reisner Algebras, and Loop Spaces
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    Chapter 16 Maps to Spaces in the Genus of Infinite Quaternionic Projective Space