AbstractThis paper examines the possibility of removing redundant information from a given knowledge base and restructuring it in the form of a tree to enable efficient problem-solving routines. We offer a novel approach that guarantees removal of all redandancies that hide a tree structure. We develop a polynomial-time algorithm that, given an arbitrary binary constraint network, either extracts (by edge removal) a precise tree representation from the path-consistent version of the network or acknowledges that no such tree can be extracted. In the latter case, a tree is generated that may serve as an approximation to the original network
We present two specialised constraints for modelling trees. The first constrains a set of variables...
Effective re-use of knowledge bases requires the identification of plausible combinations of both pr...
The graph-based geometric constraint solving technique works in two steps. First the geometric probl...
AbstractThis paper examines the possibility of removing redundant information from a given knowledge...
This paper concerns the task of removing redun-dant information from a given knowledge base, and res...
Finding solutions to a binary constraint satisfaction problem is known to be an NP-complete problem ...
International audienceFor the study and the solving of NP-hard problems, the concept of tree decompo...
International audienceFor the study and the solving of NP-hard problems, the concept of tree decompo...
The Constraint Satisfaction Problem (CSP) is a central generic problem in artificial intelligence. C...
The graph-based geometric constraint solving technique works in two steps. First the geometric probl...
We introduce a notion of equally constrained variables of a constraint network. We propose a method ...
We study the relationships among structural methods for identifying and solving tractable classes of...
AbstractWe propose a framework for solving CSPs based both on backtracking techniques and on the not...
A large class of problems in AI and other areas of computer science can be viewed as constraint-sati...
The tractability of a Constraint Satisfaction Problem (CSP)is guaranteed by a direct relationship be...
We present two specialised constraints for modelling trees. The first constrains a set of variables...
Effective re-use of knowledge bases requires the identification of plausible combinations of both pr...
The graph-based geometric constraint solving technique works in two steps. First the geometric probl...
AbstractThis paper examines the possibility of removing redundant information from a given knowledge...
This paper concerns the task of removing redun-dant information from a given knowledge base, and res...
Finding solutions to a binary constraint satisfaction problem is known to be an NP-complete problem ...
International audienceFor the study and the solving of NP-hard problems, the concept of tree decompo...
International audienceFor the study and the solving of NP-hard problems, the concept of tree decompo...
The Constraint Satisfaction Problem (CSP) is a central generic problem in artificial intelligence. C...
The graph-based geometric constraint solving technique works in two steps. First the geometric probl...
We introduce a notion of equally constrained variables of a constraint network. We propose a method ...
We study the relationships among structural methods for identifying and solving tractable classes of...
AbstractWe propose a framework for solving CSPs based both on backtracking techniques and on the not...
A large class of problems in AI and other areas of computer science can be viewed as constraint-sati...
The tractability of a Constraint Satisfaction Problem (CSP)is guaranteed by a direct relationship be...
We present two specialised constraints for modelling trees. The first constrains a set of variables...
Effective re-use of knowledge bases requires the identification of plausible combinations of both pr...
The graph-based geometric constraint solving technique works in two steps. First the geometric probl...