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p-Algebras of Arbitrary Exponents

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PMC
Keywords
  • Physical Sciences: Chemistry
Disciplines
  • Mathematics

Abstract

To a purely inseparable Galois field extension C over A we associate a certain differential polynomial ring D. We show that all central simple A-algebras that contain C as a maximal commutative subalgebra can be obtained from D by factoring out certain ideals determined by Witt vectors.

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