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We construct liftings of reduction maps from CM points to supersingular points for general quaternion algebras and use these liftings to establish a precise correspondence between CM points on indefin...
Hyper N-ideals of hyper BCK-algebras.
Quantum Boolean Algebras     Quantum Boolean Algebras  math       2010/11/24
We introduce quantum Boolean algebras which are the analogue of the Weyl algebras for Boolean affine spaces. We study quantum Boolean algebras from the logical and set theoretical viewpoints.
We extend the definition of the quantum analogue of Caldero-Chapoton map defined by \cite{rupel}\cite{fanqin}. When $Q$ is a quiver of finite type, we prove that the algebra $\mathcal{AH}_{|k|}(Q)$ g...
In this paper we present our construction of the Hochschild and cyclic homology of a ½-algebra. We show that these constructions are generalizations of the Hochschild homology and cyclic homo...
In this paper we present our construction of the Hochschild and cyclic homology of a ½-algebra. We show that these constructions are generalizations of the Hochschild homology and cyclic homo...
A norm inequality is proved for elements of a star algebra so that the algebra is noncommutative. In particular, a relation between maximal and minimal extensions of regular norm on C* - algebra is es...
A notion of congruence on fuzzy algebras is introduced and the isomorphism theorem is established.

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