Abstract In this paper we propose a Local Search approach for NP-Hard problems expressed as binary programs. Our search method focuses on the fast production of feasible solutions. The method explicitly consid-ers the structure of the problem as a conflict graph and uses a systematic neighbor generation procedure to jump from one feasible solution to an-other using chains of movements. Computational experiments comparing with two open source integer programming solvers, CBC and GLPK, in MIPLIB 2010 instances, showed that our approach is more reliable for the production of feasible solutions in restricted amounts of time
In this work, we introduce a local search strategy for combinatorial optimization problems which exp...
Proving that a program is correct can be done by translating it into a first-order formula and tryin...
. In this paper, we discuss the problem of generating test instances for promised NP search problems...
This book covers local search for combinatorial optimization and its extension to mixed-variable opt...
Local search algorithms are frequently used to handle complex optimization problems involving binary...
International audienceThis chapter sets up a formal framework for local search and provides a certai...
We investigate the complexity of finding locally optimal solutions to NP-hard com-binatorial optimiz...
. We propose in this paper a novel way of looking at local search algorithms for combinatorial optim...
. The goal of this paper is twofold. First, we introduce a class of local search procedures for solv...
We provide several examples showing that local search, the most basic metaheuristics, may be a very ...
Local search is a widely used method to solve combinatorial optimization problems. As many relevant ...
Many discrete optimization problems of practical interest cannot be solved to optimality in the avai...
Local search metaheuristics are a recognized means of solving hard com- binatorial problems. Over th...
Error correcting codes such as linear binary block codes (LBBCs) play an important role, for example...
In this article, a local search approach is proposed for three variants of the bi-objective binary k...
In this work, we introduce a local search strategy for combinatorial optimization problems which exp...
Proving that a program is correct can be done by translating it into a first-order formula and tryin...
. In this paper, we discuss the problem of generating test instances for promised NP search problems...
This book covers local search for combinatorial optimization and its extension to mixed-variable opt...
Local search algorithms are frequently used to handle complex optimization problems involving binary...
International audienceThis chapter sets up a formal framework for local search and provides a certai...
We investigate the complexity of finding locally optimal solutions to NP-hard com-binatorial optimiz...
. We propose in this paper a novel way of looking at local search algorithms for combinatorial optim...
. The goal of this paper is twofold. First, we introduce a class of local search procedures for solv...
We provide several examples showing that local search, the most basic metaheuristics, may be a very ...
Local search is a widely used method to solve combinatorial optimization problems. As many relevant ...
Many discrete optimization problems of practical interest cannot be solved to optimality in the avai...
Local search metaheuristics are a recognized means of solving hard com- binatorial problems. Over th...
Error correcting codes such as linear binary block codes (LBBCs) play an important role, for example...
In this article, a local search approach is proposed for three variants of the bi-objective binary k...
In this work, we introduce a local search strategy for combinatorial optimization problems which exp...
Proving that a program is correct can be done by translating it into a first-order formula and tryin...
. In this paper, we discuss the problem of generating test instances for promised NP search problems...