Proof of Nadel’s conjecture and direct image for relative <span class="mathjax-formula">$K$</span>-theory

La nouvelle proposition 2.42^ dit que si Ron suppose aussi que 1'extension L'/L soit de type denombrable, il existe une fleche (p(L7L; A) qui donne un diagramme commutatif a

We introduce a natural transformation from algebraic K-theory to /-adic etale K-theory which extends our previously defined natural transformation in degree 0 and which

That G acts on R3 follows from the following theorem: Every birational automorphism is a biregular one on the minimal model of a surface of general type... This fact leads us

In classical homotopy theory we can prove that such k ( t ) is the homotopy limit of a tower of fibrations whose fibers are appropriate suspensions of Eilenberg-MacLane spectra

Then, if we apply the functor global sections, we get a right V-module structure on Ber(-C*). This finishes the proof of the PROPOSITION 4.0.1... 125] showed that this maps

Suppose that Z. are two cartesian closed immersions of pointed simplicial schemes, with Y and X. defined by a system of effective cartier divisors. If x restricted to Yk

There exist extensive classifications of map-germs from n-space (n 2) into the plane up to contact equivalence (K-equivalence), see for example [D, Da, G, M, W].. In the

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