Maybe this question is trivial, but I was not able to find an answer. The question is this: Consider the algebraic K-theory of smooth complex varieties (such that the K-theory and the G-theory agree). Does it have the Mayer-Vietoris property for the analytic topology? I know it does for the Zarisky topology. If the answer is negative is it possible to have an example?
Algebraic K-theory of complex varieties
Andrei Halanay
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