作者: Adil M. Bagirov , Alexander M. Rubinov , Jiapu Zhang
DOI: 10.1080/02331930902943483
关键词: Global optimization 、 Mathematics 、 Local search (optimization) 、 Guided Local Search 、 Simulated annealing 、 Hill climbing 、 Gradient descent 、 Iterated local search 、 Local optimum 、 Mathematical optimization
摘要: This article presents a new multidimensional descent method for solving global optimization problems with box-constraints. is hybrid where local search used and further on the subsets of intersection cones generated by feasible region. The discrete gradient cutting angle search. Two- three-dimensional are Such an approach allows one, as rule, to escape minimizers which not ones. proposed strong properties. We present results numerical experiments using both smooth non-smooth test problems. These demonstrate that algorithm one find or near minimizer.