Parallel interval-Newton using message passing dynamic load balancing strategies
Branch-and-prune and branch-and-bound techniques are commonly used for intelligent search in finding all solutions, or the optimal solution, within a space of interest. The corresponding binary tree structure provides a natural parallelism allowing concurrent evaluation of subproblems using parallel...
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| Vydáno v: | Proceedings of the 2001 ACM/IEEE Conference on Supercomputing s. 23 |
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| Jazyk: | angličtina |
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New York, NY, USA
ACM
10.11.2001
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| Abstract | Branch-and-prune and branch-and-bound techniques are commonly used for intelligent search in finding all solutions, or the optimal solution, within a space of interest. The corresponding binary tree structure provides a natural parallelism allowing concurrent evaluation of subproblems using parallel computing technology. Of special interest here are techniques derived from interval analysis, in particular an interval-Newton/generalized-bisection procedure. In this context, we discuss issues of load balancing and work scheduling that arise in the implementation of parallel interval-Newton on a cluster of workstations using message passing, and describe and analyze techniques for this purpose. Results using an asynchronous diffusive load balancing strategy show that a consistently high efficiency can be achieved in solving nonlinear equations, providing excellent scalability, especially with the use of a two-dimensional torus virtual network. The effectiveness of the approach used, especially in connection with a novel stack management scheme, is also demonstrated in the consistent superlinear speedups observed in performing global optimization. |
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| AbstractList | Branch-and-prune and branch-and-bound techniques are commonly used for intelligent search in finding all solutions, or the optimal solution, within a space of interest. The corresponding binary tree structure provides a natural parallelism allowing concurrent evaluation of subproblems using parallel computing technology. Of special interest here are techniques derived from interval analysis, in particular an interval-Newton/generalized-bisection procedure. In this context, we discuss issues of load balancing and work scheduling that arise in the implementation of parallel interval-Newton on a cluster of workstations using message passing, and describe and analyze techniques for this purpose. Results using an asynchronous diffusive load balancing strategy show that a consistently high efficiency can be achieved in solving nonlinear equations, providing excellent scalability, especially with the use of a two-dimensional torus virtual network. The effectiveness of the approach used, especially in connection with a novel stack management scheme, is also demonstrated in the consistent superlinear speedups observed in performing global optimization. |
| Author | Stadtherr, Mark A. Gau, Chao-Yang |
| Author_xml | – sequence: 1 givenname: Chao-Yang surname: Gau fullname: Gau, Chao-Yang organization: University of Notre Dame, Notre Dame – sequence: 2 givenname: Mark A. surname: Stadtherr fullname: Stadtherr, Mark A. organization: University of Notre Dame, Notre Dame |
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| Keywords | nonlinear equations branch-and-bound interval analysis parallel computing branch-and-prune global optimization |
| Language | English |
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| SubjectTerms | Computing methodologies -- Artificial intelligence -- Search methodologies Computing methodologies -- Artificial intelligence -- Search methodologies -- Discrete space search Computing methodologies -- Artificial intelligence -- Search methodologies -- Game tree search Mathematics of computing -- Mathematical analysis -- Functional analysis -- Approximation Mathematics of computing -- Mathematical analysis -- Mathematical optimization Mathematics of computing -- Mathematical analysis -- Nonlinear equations Theory of computation -- Design and analysis of algorithms -- Approximation algorithms analysis Theory of computation -- Design and analysis of algorithms -- Mathematical optimization |
| Subtitle | dynamic load balancing strategies |
| Title | Parallel interval-Newton using message passing |
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