具有李超代数和r -代数的梯度代数和一般线性群的研究

Khondokar M. Ahmed, Sk Rasel, J. Das, Saraban Tahura, S. Nasrin
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引用次数: 0

摘要

Z2梯度环、模和代数理论的若干要素。本文讨论了z2阶张量代数、李超代数和在z2阶交换环上有分量的矩阵。最后得出定理4.4。在梯度r代数的方阵集合上,建立了MR-[m I n]。达卡大学学报,68(1):1-5,2020 (1)
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Study of Graded Algebras and General Linear Group with Lie Superalgebras and R-Algebra
Some elements of theory of Z2 graded rings, modules and algebras. Z2-graded tensor algebra, Lie superalgrbras and matrices with entries in a Z2-graded commutative ring are treated in our present paper. At last a Theorem 4.4.on the set of square matrices in the graded R-algebra , MR-[m I n] is established. Dhaka Univ. J. Sci. 68(1): 1-5, 2020 (January)
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