There are at the most seven classes of finite indecomposable $RA$ loops upto isomorphism. In this paper, we completely characterize the structure of the unit loop of loop algebras of these seven classes of loops over finite fields of characteristic greater than $2$.
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机译:直至同构,最多有七类有限的不可分解的$ RA $循环。在本文中,我们完全表征了特征大于$ 2的有限域上这七类循环的循环代数的单位循环的结构。
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