General Mathematics

    

On Some Characterization of Smarandache Lattice with Pseudo Complement

Authors: N. Kannappa, Mr. K. Suresh

In this paper we have introduced smarandache - 2 - Algebraic structure of lattice namely smarandache lattice. A smarandache 2- algebraic structure on a set N means a weak algebraic structure Ao on N such that there exists a proper subset M of N which is embedded with a stronger algebraic structure A1, Stronger algebraic structure means that it is satisfying more axioms, by proper subset one understands a subset different from the empty set, from the unit element if any, and from the whole set. we define smarandache lattice and obtain some of its characterization through Pseudo complemented .For basic concept we refer to PadilaRaul[4].

Comments: 10 Pages.

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[v1] 2014-03-14 03:19:02

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