ALGORITHMIC SOLVABILITY OF THE WORD PROBLEM FOR SOME VARIETIES OF LINEAR QUASIGROUPS

A. Kh. Tabarov

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ALGORITHMIC SOLVABILITY OF THE WORD PROBLEM FOR SOME VARIETIES OF LINEAR QUASIGROUPS

机译：某些线性拟群的单词问题的算法可解性

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摘要

The algorithmic word problem is solvable for free algebras in some varieties of linear quasi-groups.

机译：对于某些线性拟群中的自由代数，算法词问题是可解决的。

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《Journal of Mathematical Sciences》 |2011年第6期|p.930-936|共7页
作者
A. Kh. Tabarov;
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Tajik National University, Faculty of Mechanics and Mathematics,Department of Higher Mathematics, Rudaki Avenue 17, 734017, Dushanbe, Tajikistan;

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3. A Simple Variety with Solvable, But not Uniformly Solvable Word Problem [J] . FAN, Nianbai, ZHANG, 电子学报：英文版 . 2006,第001期

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ALGORITHMIC SOLVABILITY OF THE WORD PROBLEM FOR SOME VARIETIES OF LINEAR QUASIGROUPS

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