Qualification - Globe Thesis

Keyword [Qualification] Result: 1 - 20 \| Page: 1 of 2
1.	Augmented Lagrangian Function Methods For Solving Constrained Optimization Problems
2.	Second Order Derivatives Based Differential Approaches To Nonconvex Constrained Optimization
3.	Study On New Technology And New Method Of Sugar Proteomics / Sugar Histology Based On Mass Spectrometry
4.	The Optimality Conditions For Vector Extremum Problems & A Algorithm For Quadratic Programming With Linear Inequlities Constraints
5.	A New Generalized Gradient And Applications In Optimization Problems
6.	A Class Of Nondifferentiable Multiobjective Generalized Fractional Mathematical Programming Problems
7.	Generalized Kuhn-Tucker Properly Efficient Solution Of Multiple Objective Programming
8.	The Constraint Qualification Of Truss Topology Optimization And The Convergence Analysis Of The Perturbation Approach
9.	Constraint Qualification In A General Class Of Nonconvex Nondifferentiable Mathematical Programming Problem And Its Corresponding Theorems
10.	Research On Convex Optimization Problems And Related Problems
11.	Study On Fermentation Character And Proteomic Qualification On A Glutamine-producing Corynebacterium Glutamicum G32
12.	Constraint Qualification And Optimality Conditions For Mathematical Programs With Equilibrium Constraints
13.	The Research Of Graphical Representation Of Protein Sequences And Its Application
14.	Constraint Qualifications For MPVCC And Applications
15.	The Study For The Dualities Of Three Types Of The Optimization Problems
16.	Solving The Two Differential Equations Of Nonlinear Programming
17.	A New Method Of Uncertainty Qualification And Its Application In Magnetotelluric Inversion
18.	The Lagrange Dualities Of Composite Optimization Problem
19.	Perturbation Analysis Of Optimization Problem Over The Epigraph Of The Weighted L1 Norm
20.	The Optimality Conditions For Multiobjective Programming Problems
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