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Katsunori Kawamura 《Linear algebra and its applications》2012,436(7):2638-2652
Let denote the -algebra defined as the direct sum of all matrix algebras . It is known that has a non-cocommutative comultiplication . From a certain set of transformations of integers, we construct a universal R-matrix R of the -bialgebra such that the quasi-cocommutative -bialgebra is triangular. Furthermore, it is shown that certain linear Diophantine equations are corresponded to the Yang–Baxter equations of R. 相似文献
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《Discrete Mathematics》2007,307(11-12):1430-1435
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Seung-Jo Jung 《Journal of Pure and Applied Algebra》2018,222(7):1579-1605
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Li Fang 《Linear algebra and its applications》2012,437(4):1102-1108
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Ernesto Estrada 《Linear algebra and its applications》2012,436(11):4317-4328
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《Discrete Mathematics》2007,307(9-10):1146-1154