首页> 外文期刊>Moscow mathematical journal >A NEW APPROACH TO THE REPRESENTATION THEORY OF THE SYMMETRIC GROUPS, IV. Z(2)-GRADED GROUPS AND ALGEBRAS; PROJECTIVE REPRESENTATIONS OF THE GROUP S-n
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A NEW APPROACH TO THE REPRESENTATION THEORY OF THE SYMMETRIC GROUPS, IV. Z(2)-GRADED GROUPS AND ALGEBRAS; PROJECTIVE REPRESENTATIONS OF THE GROUP S-n

机译:对称群表示理论的一种新方法,IV。 Z(2)级组和代数; S-n组的投射表示

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摘要

We start with definitions of the general notions of the theory of Z(2)-graded algebras. Then we consider theory of inductive families of Z(2)-graded semisimple finite-dimensional algebras and its representations in the spirit of approach of the paper [ ], [ ] to representation theory of symmetric groups. The main example is the theory of the projective representations of symmetric groups.
机译:我们从Z(2)级代数理论的一般概念的定义开始。然后,我们按照论文[],[]对对称群表示理论的研究精神,考虑Z(2)级半简单有限维代数的归纳族理论及其表示。主要的例子是对称群的投影表示理论。

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