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Gtobal solution of nonlinear progran ming problem with equality and i n e q ual ity c o n s t r a i nts Vi a D iffe r e nti al e q uati o n Approach | ||
| Journal of College of Education | ||
| Article 1, Volume 0, Issue 5, 2017, Pages 187-227 | ||
| Authors | ||
| Radhi Ali zboon; Hadi L Mustafa; Khalid Abdul-ILah Abdul-zahra | ||
| Abstract | ||
| The numerical solution of nonlinea. p.ogiu*ming problem with equality and inequality constraints based on the theoretical aspects has been developed using a suitable nonlinear autonomous differential system. Nonlinear autonomous differential system is introduced as the base. of the theory instead of the usual approaches, and the relation between the critical points and local optima of the iJforiginal optimization problem has been proved ani presented Asymptotic ;i;Bilt ;? the criticai poinrs loptimtrm) optima. l.,ut -uto been proved and al."rtJ"a. A numerical algorithm'which has'capable of finding (local) global ootima deoending. on the nature of trajectory and critical point as weli as their algorithm has bee, illustrated for different example to show its efficiency' | ||
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