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Keyword [multi-objective programming]
Result: 1 - 20 | Page: 1 of 3
1. The Theory And Algorithm Of The Three-Dimensional Layout Optimization With Behavioral Constraints
2. The Optimality Conditions And Duality Theory For Vector Extremum Problem Under (F,a,p,d) -Convexity & An Algorithm For Nonlinear Multi-objective Programming
3. Properties And Algorithms Of Some Bilevel Programming Problems
4. A Descending Dimension Algorithm For The Equality Constrained Multi-objective Programming Problem
5. A Kind Of Fixed Descending Dimension Algorithm For The Nonlinear Programming And Multi-objective Programming
6. The Study Of Grey Multi-objective Programming Based On HGA
7. A Class Of New Descending Algorithm For Constrained Optimization
8. The Descending Dimension Algorithm By A Nonlinear System Of Equations Of The Programming Problems With Equality Constraints
9. The Saddle Point Research Of Multi Objective Programming Under Generalized Convexity
10. Improved Algorithm Of Wolfe For The Linear Constrained Nonlinear Programming Problem
11. Two Multi-objective Programming Question Research Based On The Kuhn-Tucker Condition
12. The Optimality Conditions And Duality Of The Multi-Objective Programming Problems Under Generalized Invex Functions
13. The Optimality Conditions And Mixed Type Duality For Generalized Convex Multi-Objective Programming Problems
14. Research Of The Solution And The Solution Algorithm Of Multi-objective Optimization
15. Optimality Conditions And Duality For Non-smooth Multi-objective Programming With Generalized B-invariant Functions
16. Research On The Urban Traffic Microcirculation Road Network Optimization Based On The Multi-objective Programming
17. Algorithm Of Stochastic Multi-objective Optimization Problem Based On Stochastic Optimization Method
18. Research On Algorithms For Solving Bilevel Multi-Objective Programming Problem
19. The Research Of Convergence And Algorithm About Feasible Solution Sequence In Mathematical Programming Problems
20. Wu's Method In Multiobjective Programming Problems
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