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This paper explores the semiring of quotients of a H−semimodule semialgebra A and its relationship with Hopf algebra actions. It establishes connections between the semiring of quotients and the ring of quotients of the algebra of differences, and introduces the smash product of semialgebras. Key findings include one-to-one homomorphisms between various structures related to the semiring of quotients and the algebra of differences.

Author

Hari Krishnan

Language

EN