An efficient branch and bound algorithm for fine-grained hypercube multiprocessors is presented. The method uses a global storage allocation scheme where all processors collectively store all back-up paths such that each processor needs to store only a constant amount of information. At each iteration of the algorithm, all nodes of the current back-up tree may decide whether they need to create new children, be pruned, or remain unchanged. An algorithm that, on the basis of these decisions, updates the current back-up tree and distributes global information in O(log m) steps, where m is the current number of nodes, is described. This method also provides a dynamic allocation mechanism that obtains optimal load balancing. Another important p...
Abstract. Many parallel applications are highly dynamic in nature. In some, computation and communic...
Many algorithms in operations research and artificial intelligence are based on depth first search i...
Branch and Bound (B&B) algorithms are exact methods used to solve combinatorial optimization problem...
Abstract. In this paper, we study parallel branch and bound on fine grained hypercube multiprocessor...
In this paper, we study parallel branch and bound on fine grained hypercube multiprocessors. Each pr...
The branch-and-bound technique is a common method for finding exact solutions to difficult problems...
Branch and Bound (BB) algorithms are a generalization of many search algorithms used in Artificial I...
In this report, we propose new concurrent data structures and load balancing strategies for Branch-a...
[[abstract]]The branch & bound is an important design strategy of algorithm to solve NP-complete com...
International audienceThe most popular parallelization approach of the branch and bound algorithm co...
The mapping of Branch and Bound (BB) algorithms on Distributed Memory Multiprocessors (DMMs) is cons...
INTRODUCTION Branch-and-bound (B&B) is a well-known and general combinatorial optimisation tech...
[[abstract]]Fully recognizing various subcubes in a hypercube computer efficiently is addressed. A m...
Load distribution is essential for efficient use of available processors in a parallel branch-and-bo...
Abstract- Parallel algorithms of the hypercube allo-cation strategies are considered in this paper. ...
Abstract. Many parallel applications are highly dynamic in nature. In some, computation and communic...
Many algorithms in operations research and artificial intelligence are based on depth first search i...
Branch and Bound (B&B) algorithms are exact methods used to solve combinatorial optimization problem...
Abstract. In this paper, we study parallel branch and bound on fine grained hypercube multiprocessor...
In this paper, we study parallel branch and bound on fine grained hypercube multiprocessors. Each pr...
The branch-and-bound technique is a common method for finding exact solutions to difficult problems...
Branch and Bound (BB) algorithms are a generalization of many search algorithms used in Artificial I...
In this report, we propose new concurrent data structures and load balancing strategies for Branch-a...
[[abstract]]The branch & bound is an important design strategy of algorithm to solve NP-complete com...
International audienceThe most popular parallelization approach of the branch and bound algorithm co...
The mapping of Branch and Bound (BB) algorithms on Distributed Memory Multiprocessors (DMMs) is cons...
INTRODUCTION Branch-and-bound (B&B) is a well-known and general combinatorial optimisation tech...
[[abstract]]Fully recognizing various subcubes in a hypercube computer efficiently is addressed. A m...
Load distribution is essential for efficient use of available processors in a parallel branch-and-bo...
Abstract- Parallel algorithms of the hypercube allo-cation strategies are considered in this paper. ...
Abstract. Many parallel applications are highly dynamic in nature. In some, computation and communic...
Many algorithms in operations research and artificial intelligence are based on depth first search i...
Branch and Bound (B&B) algorithms are exact methods used to solve combinatorial optimization problem...