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Jun 27, 2020 · The dualization problem over P is to check whether there is an ideal X in P which intersects every member of \mathcal{F} and does not contain any member of \ ...
Oct 21, 2022 · In Section 2, we state an equivalent formulation of The- orem 1 over distributed lattices and derive from it that dualization over products of ...
The concept of 0-distributive almost semilattice is introduced and proved some basic properties of 0-distributive almost semilattice. A set of equivalent ...
Sep 15, 2021 · In this paper, we study the dualization in distributive lattices, a generalization of the well-known hypergraph dualization problem.
In this paper, we show that this result holds even when the premises in the implicational base are of size at most two. Then we show using hypergraph ...
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We show that the problem can be solved in quasi-polynomial time in the sizes of P , A and B , thus answering an open question in Babin and Kuznetsov (2017).
In mathematics, duality theory for distributive lattices provides three different (but closely related) representations of bounded distributive lattices.
Feb 19, 2019 · In this paper, we study the dualization in distributive lattices, a generalization of the well known hypergraph dualization problem.
Fingerprint. Dive into the research topics of 'On Dualization over Distributive Lattices'. Together they form a unique fingerprint.
On the dualization in distributive lattices and related problems ; Journal: Discrete Applied Mathematics, 2021, p. 85-96 ; Publisher: Elsevier BV ; Authors: Oscar ...