<p>This paper contains a&#xa0;number of sufficient conditions under which the locally finite radical of an algebraic Mal’tsev locally PI-algebra over a&#xa0;field of zero characteristic coincides with the set of all its locally strongly algebraic elements.</p>

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THE LOCALLY FINITE RADICAL OF ALGEBRAIC MAL’TSEV ALGEBRAS

  • A. Yu. Golubkov

摘要

This paper contains a number of sufficient conditions under which the locally finite radical of an algebraic Mal’tsev locally PI-algebra over a field of zero characteristic coincides with the set of all its locally strongly algebraic elements.