Model-based diagnosis can be framed as optimization for constraints with preferences (soft constraints). We present a novel algorithm for solving soft constraints that generalizes branch-andbound search by reasoning about sets of assignments rather than individual assignments. Because in many practical cases, sets of assignments can be represented implicitly and compactly using symbolic techniques such as decision diagrams, the setbased algorithm can compute bounds faster than explicitly searching over individual assignments, while memory explosion can be avoided by limiting the size of the sets. Varying the size of the sets yields a family of algorithms that includes known search and inference algorithms as special cases. Experiments indic...
Constraint programming is a declarative way of modeling and solving optimization and satisfiability ...
We introduce a greedy local search procedure called GSAT for solving propositional satisfiability pr...
The paper presents and evaluates the power of a new framework for optimization in graphical models, ...
Constraint optimization underlies many problems in AI. We present a novel algorithm for finite domai...
Constraint optimization is at the core of many problems in Artificial Intelligence. In this paper, w...
In this paper we study empirically the behavior of algorithm structure-based abduction (SAB) which w...
Binary Decision Diagram (BDD) based set bounds propagation is a powerful approach to solving set-con...
Set bounds propagation is the most popular approach to solving constraint satisfaction problems (CSP...
Abstract. An important class of algorithms for constraint optimization searches for solutions guided...
Most problems can be expressed in terms of requirements that must be met by their expected solutions...
In this article, we present a framework called state-set branching that combines symbolic search bas...
Branching heuristics based on counting solutions in constraints have been quite good at guiding sear...
Constraint satisfaction can be used to model problems such as graph coloring, scheduling, crossword ...
Finding tight bounds on the optimal solution is a critical element of practical solution methods for...
Nowadays, many real problem in Artificial Intelligence can be modeled as constraint satisfaction pr...
Constraint programming is a declarative way of modeling and solving optimization and satisfiability ...
We introduce a greedy local search procedure called GSAT for solving propositional satisfiability pr...
The paper presents and evaluates the power of a new framework for optimization in graphical models, ...
Constraint optimization underlies many problems in AI. We present a novel algorithm for finite domai...
Constraint optimization is at the core of many problems in Artificial Intelligence. In this paper, w...
In this paper we study empirically the behavior of algorithm structure-based abduction (SAB) which w...
Binary Decision Diagram (BDD) based set bounds propagation is a powerful approach to solving set-con...
Set bounds propagation is the most popular approach to solving constraint satisfaction problems (CSP...
Abstract. An important class of algorithms for constraint optimization searches for solutions guided...
Most problems can be expressed in terms of requirements that must be met by their expected solutions...
In this article, we present a framework called state-set branching that combines symbolic search bas...
Branching heuristics based on counting solutions in constraints have been quite good at guiding sear...
Constraint satisfaction can be used to model problems such as graph coloring, scheduling, crossword ...
Finding tight bounds on the optimal solution is a critical element of practical solution methods for...
Nowadays, many real problem in Artificial Intelligence can be modeled as constraint satisfaction pr...
Constraint programming is a declarative way of modeling and solving optimization and satisfiability ...
We introduce a greedy local search procedure called GSAT for solving propositional satisfiability pr...
The paper presents and evaluates the power of a new framework for optimization in graphical models, ...