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An isomorphism of Boolean algebra is defined as _______(a) order isomorphism(b) unordered isomorphism(c) order homomorphism(d) hyper-morphismI got this question during an online interview.I'd like to ask this question from Groups topic in division Groups of Discrete Mathematics

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Right CHOICE is (a) order isomorphism

The EXPLANATION is: We know that very σ-complete BOOLEAN algebra is a Boolean algebra. An isomorphism of Boolean algebras is termed as an order isomorphism. All meets and JOINS present in an order isomorphism domain is preserved. HENCE, a Boolean algebra isomorphism preserves all meets and joins in its domain.



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