The Precedence Constrained Generalized Traveling Salesman Problem (PCGTSP) combines the Generalized Traveling Salesman Problem (GTSP) and the Sequential Ordering Problem (SOP). We present a novel branching technique for the GTSP which enables the extension of a powerful pruning technique. This is combined with some modifications of known bounding methods for related problems. The algorithm manages to solve problem instances with 12-26 groups within a minute, and instances with around 50 groups which are denser with precedence constraints within 24 hours
The sequential ordering problem is a version of the asymmetric travelling salesman problem where pre...
One of the challenges in combinatorial optimization is to optimize travelling salesman problem with ...
Traveling salesman problem with precedence constraint (TSPPC) is one of the complex problems in comb...
The Precedence Constrained Generalized Traveling Salesman Problem (PCGTSP) is an extension of two we...
Abstract. The Sequential Ordering Problem (SOP) is a version of the Asymmetric Traveling Salesman Pr...
Many different real problems can be modeled in mathematical terms as a Sequential Ordering Problem. ...
The Traveling Salesman Problem (TSP) seeks a minimum cost tour over the nodes of a directed graph. A...
In the precedence-constrained traveling salesman problem (PTSP) we are given a partial order on n no...
We consider the combinatorial optimization problem of visiting clusters of a fixed number of nodes (...
The Sequential Ordering Problem (SOP) is an NP-hard problem with a wide range of applications in the...
Traveling Salesman Problem is one of Ihe most intensively studied problems in computational mathemat...
We develop a restricted dynamical programming heuristic for a complicated traveling salesman problem...
A new problem arises when an automated guided vehicle (AGV) is dispatched to visit a set of customer...
This paper reviews the state of the art in enumerative solution methods for the traveling salesman p...
The Travelling Salesman Problem (TSP) is a well-known NP-hard problem. Although it is unlikely that ...
The sequential ordering problem is a version of the asymmetric travelling salesman problem where pre...
One of the challenges in combinatorial optimization is to optimize travelling salesman problem with ...
Traveling salesman problem with precedence constraint (TSPPC) is one of the complex problems in comb...
The Precedence Constrained Generalized Traveling Salesman Problem (PCGTSP) is an extension of two we...
Abstract. The Sequential Ordering Problem (SOP) is a version of the Asymmetric Traveling Salesman Pr...
Many different real problems can be modeled in mathematical terms as a Sequential Ordering Problem. ...
The Traveling Salesman Problem (TSP) seeks a minimum cost tour over the nodes of a directed graph. A...
In the precedence-constrained traveling salesman problem (PTSP) we are given a partial order on n no...
We consider the combinatorial optimization problem of visiting clusters of a fixed number of nodes (...
The Sequential Ordering Problem (SOP) is an NP-hard problem with a wide range of applications in the...
Traveling Salesman Problem is one of Ihe most intensively studied problems in computational mathemat...
We develop a restricted dynamical programming heuristic for a complicated traveling salesman problem...
A new problem arises when an automated guided vehicle (AGV) is dispatched to visit a set of customer...
This paper reviews the state of the art in enumerative solution methods for the traveling salesman p...
The Travelling Salesman Problem (TSP) is a well-known NP-hard problem. Although it is unlikely that ...
The sequential ordering problem is a version of the asymmetric travelling salesman problem where pre...
One of the challenges in combinatorial optimization is to optimize travelling salesman problem with ...
Traveling salesman problem with precedence constraint (TSPPC) is one of the complex problems in comb...