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Titlebook: Algebraic K-Theory and Algebraic Topology; P. G. Goerss,J. F. Jardine Book 1993 Springer Science+Business Media Dordrecht 1993 Algebraic K

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On the Lichtenbaum-Quillen Conjecture,he main factors of development of algebraic .-theory in the beginning of the 1980s. Soule’ and Dwyer-Friedlander mapped algebraic .-theory of a ring of integers to its .-adic cohomology by means of a ‘Chern character’, that they proved surjective. Here, on the contrary, we map étale cohomology to al
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Life after the Telescope Conjecture, Mitchell, Waldhausen and McClure-Staffeldt. We offer a new definition (suggested by the failure of the telescope conjecture) of the chromatic filtration, in which all of the localization functors used are finite.
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Finiteness of Subintegrality,hat if A is excellent of finite Krull dimension then there is a natural isomorphism from . to the group of invertible .-submodules of . In the present paper we remove the requirement that . be excellent of finite Krull dimension.
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Information Capacity Assessmentspaces, etc. We also include a detailed study of the intersection cohomology of algebraic stacks and their associated moduli spaces. Smooth group scheme actions on singular varieties and the associated derived category turn up as special cases of the more general results on algebraic stacks.
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