Abstract

This paper introduces the notion of the \(tdB\)-algebra, presents characteristics and properties of dual \(B\)-filters and dual \(B\)-subalgebras in a \(tdB\)-algebra, and introduces the uniform topology on a dual \(B\)-algebra in terms of its dual \(B\)-subalgebras. Moreover, this paper shows that a uniform dual \(B\)-structure is a \(tdB\)-algebra.

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