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Existence of Non-Trivial Deformations of Inseparable Algebraic Extension Fields II*
Published online by Cambridge University Press: 22 January 2016
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Let K be an extension of a field k, and p denotes the characteristic. It was proved by M. Gerstenhaber ([1]) that if K is separable over k, then it is rigid and it was conjectured in [1] that, if K is not separable over k, then it is not rigid. We studied in [4] the above conjecture in certain special case. In this note we shall extend the results of [4] to inseparable algebraic extension fields.
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- Copyright © Editorial Board of Nagoya Mathematical Journal 1968
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This work was supported by The Sakkokai Foundation.
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