论文标题

某些有限乘谎言代数的Schur乘数

The Schur multiplier of some finite multiplicative Lie algebras

论文作者

Kumar, Amit, Pal, Deepak, Kushwaha, Seema, Upadhyay, Sumit Kumar

论文摘要

本文的主要目的是找到Schur乘数和某些有限乘式谎言代数的外部正方形。对于一个带有琐碎的Schur乘数的非Abelian简单组$ k $,我们看到Schur乘法Lie lie代数$ k $的schur乘数是微不足道的,而$ k $的谎言外部平方是不当的乘法lie代数$K。$ $ $。

The main aim of the article is to find the Schur multiplier and the Lie exterior square of some finite multiplicative Lie algebras. For a non abelian simple group $K$ with trivial Schur multiplier, we see that the Schur multiplier of multiplicative Lie algebra $K$ is trivial and the Lie exterior square of $K$ is an improper multiplicative Lie algebra $K.$

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