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Generalized Mock-Poisson Algebras: Constructions and Structural Properties
In this paper, we introduce generalized mock-Poisson algebras as a mock analogue of generalized Poisson algebras. We prove that $A_\ast^3$ is an ideal annihilated by both operations and that the quotient $A/A_\ast^3$ is a mock-Poisson algebra. We also show that the dimension seven is the smallest di
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