Titlebook: Logic-Based 0–1 Constraint Programming; Peter Barth Book 1996 Kluwer Academic Publishers 1996 Natural.Programming language A.constraint.co

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Logic Cuts and Enumeration,ew valid extended clause that is not yet dominated by any single linear pseudo-Boolean inequality in the set of linear pseudo-Boolean inequalities to which pbdp is applied. Thus, we have a method for generating a logic cut for a set of linear pseudo-Boolean inequalities. This cut generation is compl

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Linear Pseudo-Boolean Inequalities and Extended Clauses,specialized methods for extended clauses [Bar93c, Bar94]. Furthermore, deciding whether a linear pseudo-Boolean inequality is dominated by a set of pseudo-Boolean constraints reduces to the simpler problem of deciding whether extended clauses are dominated; an issue for which our solved form of pseu

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Simplification, programming. In this chapter we consider only simplification techniques for a set of extended clauses. Simplification techniques for linear pseudo-Boolean inequalities were introduced in Section 7.6 (as they fit better into a chapter dealing mainly with linear pseudo-Boolean inequalities).

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Linearization,linear pseudo-Boolean constraints in advance. It is sufficient to consider only non-linear pseudo-Boolean inequalities in normal form like in Definition 3.1.8, since others can be brought into that form with (3.3). Thus, the problem is to compute a set of linear pseudo-Boolean inequalities equivalen

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Peter Barthwing What Things Are’ should be of interest to researchers in Epistemology, Philosophy of Language,Metaphysics, Philosophy of Mind, Social Philosophy and Linguistics..978-3-031-07367-0978-3-031-07365-6Series ISSN 0166-6991 Series E-ISSN 2542-8292

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