1996•Fundamenta InformaticaeRequires access

Rough Sets Through Algebraic Logic

Mohua Banerjee, Mihir K. Chakraborty

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Abstract

While studying rough equality within the framework of the modal system S5 , an algebraic structure called rough algebra [1], came up. Its features were abstracted to yield a topological quasi-Boolean algebra (tqBa). In this paper, it is observed that

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What this paper is about

While studying rough equality within the framework of the modal system S5 , an algebraic structure called rough algebra [1], came up. Its features were abstracted to yield a topological quasi-Boolean algebra (tqBa). In this paper, it is observed that

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OpenAlex reports 142 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

While studying rough equality within the framework of the modal system S5 , an algebraic structure called rough algebra [1], came up. Its features were abstracted to yield a topological quasi-Boolean algebra (tqBa). In this paper, it is observed that

Key concepts: Mathematics, Algebraic logic, Algebra over a field, Boolean algebra, Algebraic number, Modal, Algebraic structure, Rough set

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