Varieties of Distributive Rotational Lattices

Gábor Czédli; Ildikó V. Nagy

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This paper is an erratum of H. Mühle: Distributive lattices have the intersection property, Math. Bohem. (2021). Meet-distributive lattices form an intriguing class of lattices, because they are precisely the lattices obtainable from a closure operator with the so-called anti-exchange property. Moreover, meet-distributive lattices are join semidistributive. Therefore, they admit two natural secondary structures: the core label order is an alternative order on the lattice elements and...

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In this paper we obtain the forbidden configuration for 0-distributive lattices.

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