Abstract

The notion of a Hopf algebra was developed by algebraic topologists abstracting the work of H.Hopf on manifolds in 1941.In this paper, we mainly study a right twisted smash product A*H over weak Hopf algebras and investigate their properties.The concet of a right twisted smash product algebras over weak Hopf akgebras is constructed. Let H be a weak Hopf algebra and A an H-module algebra,we give a sufficient and necessary condition for a right twisted smash product A*H to be a weak bialgebra . Simultaneously,we also give a sufficient condition for A*H to be a weak Hopf algebra.

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