Measures on a weakly orthocomplete OMP with a filtering sub-OMP
Measures on a weakly orthocomplete OMP with a filtering sub-OMP
Summary: Some convergence theorems are obtained for real valued additive functions defined on weakly orthocomplete OMPs (Ortho-Modular Posets). Moreover, some of their properties are studied using their restrictions to a filtering sub-OMP.
Complemented lattices, orthocomplemented lattices and posets, weakly othocomplete orthomodular posets, Measures on Boolean rings, measure algebras, hereditary orthomodular posets, completely additive measures, Logical aspects of lattices and related structures, filtering functions
Complemented lattices, orthocomplemented lattices and posets, weakly othocomplete orthomodular posets, Measures on Boolean rings, measure algebras, hereditary orthomodular posets, completely additive measures, Logical aspects of lattices and related structures, filtering functions
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