On The Negative K-Theory of Schemes in Finite Characteristic
classification
🧮 math.AG
keywords
characteristicnegativedimensionfieldfinitek-theoryparticularpositive
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We study the negative $K$-theory of singular varieties over a field of positive characteristic and in particular, prove the vanishing of $K_i(X)$ for $i < -d-2$ for a $k$-variety of dimension $d$.
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