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A New algorithm for Computing Cohomologies of Lie Superalgebras

机译:一种计算Lie SuperalGebras的协调的新算法

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In this paper two versions of a new algorithm for computing cohomologies of Lie (super) algebras are described. The algorithm is based on splitting the full cochain complex into smaller subcomplexes. This approach makes the computation essentially more efficient since in most cases the dimensions of full cochain spaces included in the complexes are very high and these high-dimensional spaces can be divided into much smaller subspaces. Examples illustrating the work of the algorithm are given.
机译:在本文中,描述了两个用于计算Lie(超级)代数的协调算法的新算法。该算法基于将完整的Copain复合体拆分为较小的子码。这种方法使得计算基本上更有效,因为在大多数情况下,包括在复合物中的完整科钦空间的尺寸非常高,并且这些高维空间可以被划分为更小的子空间。给出了说明算法的工作的实例。

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