Ravikumar Bandaru
Abstract
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Ideals of implication groupoids are considered. Given a subset of a distributive implication groupoid, the smallest ideal containing it is constructed. A characterization of ideals in distributive implication groupoid using upper sets is given.
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Ideals of implication groupoids are considered. Given a subset of a distributive implication groupoid, the smallest ideal containing it is constructed. A characterization of ideals in distributive implication groupoid using upper sets is given.
Key concepts: Distributive property, Mathematics, Ideal (ethics), Double groupoid, Pure mathematics, Characterization (materials science), Algebra over a field, Epistemology