A Quillen-type spectral sequence for the K-theory of varieties with isolated singularities |
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| Authors: | Charles A Weibel |
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| Institution: | (1) Rutgers University, 08903 New Brunswick, NJ, USA |
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| Abstract: | We construct a spectral sequence to compute the algebraic K-theory of any quasiprojective scheme X, when X has isolated singularities, using an explicit flasque resolution of the K-theory sheaves. This is a generalization of Quillen's construction for nonsingular varieties. The explicit resolution makes it possible to relate K-theory to intersection theory on singular schemes.Partially supported by NSF grants.Dedicated to A. Grothendieck on his sixtieth birthday |
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| Keywords: | Quasi-projective scheme spectral sequence sheaves homotopy Cartesian cubes |
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