The SAT encodings defined so far for the all-interval-series (ais) problem are very hard for local search but rather easy for systematic algorithms.
Minimal and Redundant SAT Encodings for the All-Interval-Series ...
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Abstract. The SAT encodings defined so far for the all-interval-series. (ais) problem are very hard for local search but rather easy for system-.
Minimal and Redundant SAT Encodings for the All-Interval-Series ...
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The SAT encodings defined so far for the all-interval-series (ais) problem are very hard for local search but rather easy for systematic algorithms.
Minimal and Redundant SAT Encodings for the All-Interval-Series ...
www.researchgate.net › Home › SAT
The SAT encodings defined so far for the all-interval-series (ais) problem are very hard for local search but rather easy for systematic algorithms.
Minimal and Redundant SAT Encodings for the All-Interval-Series Problem. T. Alsinet, R. Béjar, A. Cabiscol, C. Fernández, and F. Manyà.
The all-interval series problem can be represented as a Constraint Satisfaction Problem in a rather straightforward way. Each element of s and v is represented ...
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Apr 25, 2024 · Efficient Encodings from CSP into SAT, and from MaxCSP into MaxSAT. ... Minimal and Redundant SAT Encodings for the All-Interval-Series Problem.
Different SAT encodings for the ais problem are defined and experimental evidence is provided that this problem can be efficiently solved with local search ...
Título: Minimal and Redundant SAT Encodings for the All-Interval-Series Problem. Autores: Alsinet T, Béjar R, Cabiscol A, Fernàndez C, Manyà F.
This paper studies how to solve the all-interval series problem through both approaches. We will show that by using a state-of-the-art SAT solver and an ...