Titlebook: Constraint Programming: Basics and Trends; 1994 Chatillon Sprin Andreas Podelski Conference proceedings 1995 Springer-Verlag Berlin Heidelb

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0302-9743 new area accessible to all interested computer scientists and report the state of the art in this exciting new field, particularly in the subfield of constraint logic programming.978-3-540-59155-9978-3-540-49200-9Series ISSN 0302-9743 Series E-ISSN 1611-3349

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0302-9743 ool was the 22nd event in a series of advanced seminars presenting important new areas of research to the theoretical computer science community..The interdisciplinary area of constraint (logic) programming and constraint-based systems has recently developed a discernible identity, which is promisin

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International Studies in Entrepreneurshipuations, that are not available in CLP languages. In this paper, we present, the language Toupie that is designed to solve such constraints. Toupie uses an extension of Bryant‘s binary decision diagrams to encode relations which makes it possible to handle relations with huge numbers of elements.

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Interval constraint logic programming,nciple is to approximate n-ary relations over . with Cartesian products of intervals whose bounds are taken in a finite subset of .. Variables represent real values whose domains are intervals defined in the same manner. Narrowing operators are defined from approximations. These operators compute, f

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Solving pseudo-Boolean constraints,aints, on the other hand, they are a restricted form of finite domain constraints. In this paper, we present special constraint solving techniques for the domain {0,1} originating from mathematical programming. The key concepts are the generation of strong valid inequalities for the solution set of