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Multiple optimal solutions to a sort of nonlinear optimization problem 被引量:2
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作者 Xue Shengjia 《Journal of Systems Engineering and Electronics》 SCIE EI CSCD 2007年第1期63-67,共5页
The optimization problem is considered in which the objective function is pseudolinear(both pseudoconvex and pseudoconcave) and the constraints are linear. The general expression for the optimal solutions to the pro... The optimization problem is considered in which the objective function is pseudolinear(both pseudoconvex and pseudoconcave) and the constraints are linear. The general expression for the optimal solutions to the problem is derived with the representation theorem of polyhedral sets, and the uniqueness condition of the optimal solution and the computational procedures to determine all optimal solutions (if the uniqueness condition is not satisfied ) are provided. Finally, an illustrative example is also given. 展开更多
关键词 Pseudolinear optimization problem Polyhedral set Representation theorem multiple optimal solutions Convex simplex method
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Solving Hitchcock’s transportation problem by a genetic algorithm
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作者 陈海峰 CHO Joong. Rae LEE Jeong. Tae 《Journal of Chongqing University》 CAS 2004年第2期54-57,共4页
Genetic algorithms (GAs) employ the evolutionary process of Darwin’s nature selection theory to find the solutions of optimization problems. In this paper, an implementation of genetic algorithm is put forward to sol... Genetic algorithms (GAs) employ the evolutionary process of Darwin’s nature selection theory to find the solutions of optimization problems. In this paper, an implementation of genetic algorithm is put forward to solve a classical transportation problem, namely the Hitchcock’s Transportation Problem (HTP), and the GA is improved to search for all optimal solutions and identify them automatically. The algorithm is coded with C++ and validated by numerical examples. The computational results show that the algorithm is efficient for solving the Hitchcock’s transportation problem. 展开更多
关键词 Hitchcock’s transportation problem genetic algorithm multiple optimal solutions
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