학술논문

Moving Clusters within a Memetic Algorithm for Graph Partitioning.
Document Type
Article
Source
Mathematical Problems in Engineering. 9/20/2015, Vol. 2015, p1-10. 10p.
Subject
*MEMETICS
*ALGORITHMS
*GRAPH theory
*ITERATIVE methods (Mathematics)
*MATHEMATICAL optimization
Language
ISSN
1024-123X
Abstract
Most memetic algorithms (MAs) for graph partitioning reduce the cut size of partitions using iterative improvement. But this local process considers one vertex at a time and fails to move clusters between subsets when the movement of any single vertex increases cut size, even though moving the whole cluster would reduce it. A new heuristic identifies clusters from the population of locally optimized random partitions that must anyway be created to seed the MA, and as the MA runs it makes beneficial cluster moves. Results on standard benchmark graphs show significant reductions in cut size, in some cases improving on the best result in the literature. [ABSTRACT FROM AUTHOR]