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OPTIMIZATION OF NONLINEAR PROGRAMMING PROBLEMS USING PENALTY FUNCTIONS AND COMPLEX METHOD
Penalty関数とComplex法を用いた非線形計画問題の解法
1987
Journal of the Operations Research Society of Japan
Penalty関数とComplex法を用いた非線形計画問題の解法
Abstnxct Here the validity of a no-derivative Complex Method for the optiinization of constrained nonlinear } prograrnming (NLP) problerns is discussed. This method, starting with N (N2n+1, where n is the dimension of the pioblem) feasible points, determines the optimum by a typical deseent method, Though this method is capable of determining a nearly optimal feasible solution, its convergence in the general case is not guaranteed, However, this method has good convergence properties for
doi:10.15807/jorsj.30.434
fatcat:5teqzz4twvarzfedkm7nur5zjm