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| Article Name : | | | UNDERSTANDING REDUCIBILITY IN DIVERSE HEYTING ALGEBRAS: APPLICATIONS IN INDIAN MATHEMATICAL LOGIC | | Author Name : | | | Priyanka & Dr. M. K. Gupta | | Publisher : | | | Ashok Yakkaldevi | | Article Series No. : | | | ROR-15727 | | Article : | |  | Author Profile | | Abstract : | | | Heyting algebras, the algebraic structures that underlie intuitionistic logic, have attracted more and more attention because of their many uses in disciplines such as computer science, philosophy, and mathematical logic. With an emphasis on its importance and use in Indian mathematical logic, we examine the idea of reducibility in the context of Heyting algebras in this essay. In Heyting algebras, reducibility is the ability to simplify logical expressions and operations, which can improve computational efficiency and logical system comprehension. | | Keywords : | | - Heyting Algebras,Computational Logic,
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