Commutative Bounded Integral Residuated Orthomodular Lattices are Boolean Algebras
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Tkadlec, Josef
Turunen, Esko
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We show that a commutative bounded
integral orthomodular lattice is residuated iff it is a
Boolean algebra. This result is a consequence of [7,
Theorem 7.31]; however, our proof is independent and
uses other instruments.