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On Orthomodular Lattices

1990
The paper On complemented lattices was the third paper in the new theory of orthomodular lattices which started in 1936 with Birkhoff and von Neumann’s idea of developing a new many-valued logic for quantum mechanics by using the lattice of closed subspaces C(H) of a Hilbert space H as the valuation lattice.
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Orthmodular lattices whose MacNeille completions are not orthomodular

Order, 1991
In this paper it is shown that in the variety generated by the finite orthomodular lattices there is an orthomodular lattice whose MacNeille completion is not orthomodular. The construction uses a method of the reviewer, for which further properties are shown.
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Two new kinds of orthomodular lattices: Nilpotent and Engel orthomodular lattices

Discrete Mathematics, Algorithms and Applications
In this paper, the concepts of nilpotent and Engel orthomodular lattices, similar with the solvable orthomodular lattices are defined and their properties are investigated. The notion of [Formula: see text]-Engel orthomodular lattices as a natural generalization of distributive orthomodular lattices is introduced, and we discuss Engel orthomodular ...
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Second-Sphere Lattice Effects in Copper and Iron Zeolite Catalysis

Chemical Reviews, 2022
Hannah M Rhoda   +2 more
exaly  

Lattice oxygen redox chemistry in solid-state electrocatalysts for water oxidation

Energy and Environmental Science, 2021
Ning Zhang, Yang Chai
exaly  

Plasmonic Surface Lattice Resonances: A Review of Properties and Applications

Chemical Reviews, 2018
Vasyl Kravets   +2 more
exaly  

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