Algebraic Topology and Algebraic K-Theory. Proceedings of a Conference October 24-28, 1983 at Princeton University.

orig.cloth Minor rubbing, VG. 24x16cm, ix,563 pp, Series: Annals of Mathematics Studies, Number 113. Contains 20 papers. Includes: F.R. Cohen; et al: "Exponents in Homotopy Theory"; J.A. Neisendorfer "The Exponent of a Moore Space"; H.E.A. Campbell; et al: "The Space of Maps of Moore Spaces Into Spheres"; D.M. Davis; et al: "Mapping Telescopes & K-Localization"; D.C. Ravenel "The Geometric Realization of the Chromatic Resolution"; W.G. Dwyer & D.M. Kan "Equivalences Between Homotopy Theories of Diagrams"; J.P. Lin "The Role of the Steenrod Algebra in the Mod 2 Cohomology of a Finite H-Space"; A. Zabrodsky "Maps Between Classifying Spaces"; D.J. Anick "Generic Algebras &CW Complexes"; J. Stasheff "Deformation Theory & the Little Constructions of Cartan & Moore"; J.P. May "Equivariant Constructions of Nonequivariant Spectra"; R.L. Cohen "A Decomposition of the Space of Generalized Morse Functions"; F. Waldhausen "Algebraic K-Theory of Spaces, Concordance & Stable Homotopy Theory"; R.G. Swan "Vector Bundles, Projective Modules & the K-Theory of Spheres"; E.M. Friedlander & B.J. Parshall "Limits of Infinitesmal Group Cohomology"; R.W. Thomason "Algebraic K-Theory of Group Scheme Actions"; etc. …