THE EXACTNESS OF THE GERSTEN COMPLEX FOR ADZUMAYA ALGEBRAS IN EQUICHARACTERISTIC CASE


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Abstract

One of the well-known problems of algebraic K-theory is the Gersten conjecture. In this work we prove a variant of Gersten conjecture for Adzumaya algebras in equicharacteristic case. Geometrical case of this proposition was proved in the article by I. Panin and A. Suslin.

About the authors

A.A. Mingazov

St. Petersburg Department of V.A. Steklov Institute of Mathematics of the Russian Academy of Sciences

Author for correspondence.
Email: morenov.sv@ssau.ru

References


Copyright (c) 2017 А.А. Мингазов

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