On Complemented Lattices
R. P. Dilworth · Birkhäuser Boston eBooks · 1990
In a paper on the foundation of quantum mechanics, Kôdi Husimi( 1 ) conjectured that a lattice with a negation is modular if the chain law holds for every sublattice closed with respect to relative negation. Although the theorem in this form does not hold, as we show by an example, we prove a theorem of a similar nature for relatively complemented lattices.