Abstract
The concept of soft sets, introduced by Molodtsov is a mathematical tool for dealing with uncertainties, that is free from the difficulties that have troubled the traditional theoretical approaches. In this paper, we apply the notion of the soft sets of Molodtsov to the theory of K(G)-algebras. The notion of soft K(G)-algebras, idealistic soft K(G)-algebras, soft subalgebras and soft ideals are introduced, and their basic properties are investigated.
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