WHAT DO THE ENGEL LAWS AND POSITIVE LAWS HAVE IN COMMON?

O. Macedonska

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WHAT DO THE ENGEL LAWS AND POSITIVE LAWS HAVE IN COMMON?

机译：恩格尔定律和正定律有什么共同点？

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The work is inspired by a question of R. Burns: What do the Engel laws and positive laws have in common that forces finitely generated, locally graded groups satisfying them to be nilpotent-by-finite? The answer is that these laws have the same so-called Engel construction.

机译：这项工作的灵感来自R. Burns的一个问题：恩格斯定律和实定律有什么共同点，即迫使有限生成的，局部分级的组满足它们的无限幂数？答案是这些定律具有相同的所谓恩格尔构造。

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《Journal of Mathematical Sciences》 |2010年第2期|272-277|共6页
作者
O. Macedonska;
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Silesian University of Technology, Institute of Mathematics, ul. Kaszubska 23, 44-100 Gliwice, Poland;

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WHAT DO THE ENGEL LAWS AND POSITIVE LAWS HAVE IN COMMON?

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