Implication in Sharply Paraorthomodular and Relatively Paraorthomodular Posets
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| Year of publication | 2024 |
| Type | Chapter of a book |
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| Citation | |
| Description | In this paper we show that several classes of partially ordered structures having paraorthomodular reducts, or whose sections may be regarded as paraorthomodular posets, admit a quite natural notion of implication, that admits a suitable notion of adjointness. Within this framework, we propose a smooth generalization of celebrated Greechie’s theorems on amalgams of finite Boolean algebras to the realm of Kleene lattices. |
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