YU Yun-xi
Abstract
Some properties and two examples of generalized L-R twisted Smash products are given. A sufficient and necessary condition for generalized L-R twisted Smash products algebra structure and tensor coproducts coalgebra structure to form a bialgebra is given.
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Some properties and two examples of generalized L-R twisted Smash products are given. A sufficient and necessary condition for generalized L-R twisted Smash products algebra structure and tensor coproducts coalgebra structure to form a bialgebra is given.
Key concepts: Bialgebra, Coalgebra, Coproduct, Algebra over a field, Tensor product, Pure mathematics, Mathematics, Tensor (intrinsic definition)