The Variety of Lattices Generated by $ L_{4} $. II

2026

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DOI 10.1134/s0037446626050058
Data confidence 70 medium
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Abstract

A dual equivalence is established for the category of bi-algebraic lattices belonging to the variety generated by the finite lattice $ L_{4} $ , with complete lattice homomorphisms as morphisms, thus extending Birkhoff duality for distributive lattices.