A method for approximating solutions Of multicriterial nonlinear Optimization problems
Kostreva, M.M.; Zheng, Quan; Zhuang, Deming; Kostreva, M.M.; Department of Mathematical Sciences, Clemson University; Zheng, Quan; Department of Mathematics, Shanghai University of Science and Technology; Zhuang, Deming; Department of Mathematics and Computer Studies, Mount Saint Vincent University
Журнал:
Optimization Methods and Software
Дата:
1995
Аннотация:
An algorithm for approximating solutions of multicriterial nonlinear optimization problems of a class of discontinuous objective functions with disconnected constraint set is proposed in the framework of integral based optimization theory under some weak general assumptions. Numerical examples are given to illustrate the effectiveness of the algorithm
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