Monday, April 29 2019

Alladi Ramakrishnan Hall

( Residuated ) Topological Quasi - Boolean Algebras

Mihir Chakraborty

IIEST, Shibpur

A bunch of algebraic structures emerged from the studies in
rough set theory. This bunch is rooted in what has been called Topological
Quasi-Boolean Algebras. In recent researches a product operator has been
introduced in these algebras and residuation operation developed thereby.
This class of algebras forms a quasi-variety with strong finite model
property, which, in turn implies decidability of the word problem of this

This is joint work with Lin Zhe, Mihir Kr. Chakraborty and Minghui Ma.

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