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16篇 您的检索式:作者名="Strodiot"
    题名 作者 年代 出处 被引量
1ε-Optimal solutions in nondifferentiable convex programmitng and some related questions显示文摘Strodiot J J Nguyen V H Heukemes N 1983Math Program1983,25,2:1
2Convergence Analysis and Applications of the Glowinski–Le Tallec Splitting Method for Finding a Zero of the Sum of Two Maximal Monotone Operators显示文摘S. Haubruge V. H. Nguyen J. J. Strodiot 1998Journal of Optimization Theory and Applications1998,,3:1
3Generalized projection method for non-Lipschitz mukivalued monotone variational inequalities显示文摘Anh P N Muu L D Strodiot J 2009Acta Math Vietnam2009,34,1:1
4Convergence analysis and application of the Glowinski-le tallec splitting method for finding a zero of the sum of two maximal monotone operators显示文摘Haubruge S Nguyen V H Strodiot J J 1998Theory Appl1998,97,:1
5Convergence analysis and applications of the Glowinski-Le Tallec splitting method for finding a zero of the sum of two maximal monotone operators显示文摘HAUBRUGE S NGUYEN V H STRODIOT J J 1998J Optim Theory Appl1998,97,:1
6Generalized Hessian matrix and second-order optimality conditions for problems withC 1,1 data显示文摘Jean-Baptiste Hiriart-Urruty Jean-Jacques Strodiot V. Hien Nguyen 1984Applied Mathematics & Optimization1984,,1:1
7Generalized Hessian matrix and second-order optimality conditions for problems withC 1,1 data显示文摘Jean-Baptiste Hiriart-Urruty Jean-Jacques Strodiot V. Hien Nguyen 1984Applied Mathematics & Optimization1984,,1:1
8Convergence analysis and applications ot the Glowinski-Le Tallec Splilting method for finding a zero of the sum of two maximal monotone operators显示文摘Haubrugc S Nguyen V H Strodiot J J 1998J Optim Theory Appl1998,97,:1
9Coupling theauxiliary problem principle and epiconvergence theory to solvegeneral variational inequalities显示文摘SALMON G NGUYEN V H STRODIOT J J 2000Journal of optimization theoryand applications2000,104,3:1
10Generalized Hessian matrix and second-order optimality conditions for problems with C1,1 data显示文摘HIRIART-Urruty J B STRODIOT J J NGUYEN V H 1984Appl Math Optim1984,11,:1
11Convergence analysis and applications of the Glowinski-Le tallec splitting methood for finding a zero of the sum of two maximal monotone operators 显示文摘Haubrnge S Nguyen V H Strodiot J J 1998J Optim Theory Appl1998,97,:1
12Generalized projection method for non-Lipschitz multivalued monotone variational inequalities显示文摘Anh P N Muu L D Strodiot J J 2009Acta Math Vietnam2009,34,1:1
13Generalized Hessian matrix and second-order optimality conditions for problems withC 1,1 data显示文摘Jean-Baptiste Hiriart-Urruty Jean-Jacques Strodiot V. Hien Nguyen 1984Applied Mathematics & Optimization1984,,1:1
14Convergence of the approximate auxiliary problem method for solving generalized variational inequalities 显示文摘Hue T T Strodiot J J Nguyen V H 2004J Optim Theory Appl2004,121,1:1
15A bundle method for solving variational inequalities 显示文摘Salmon G Strodiot J J Nguyen V H 2003SIAM J Optim2003,14,3:1
16THE C_M-EMBEDDED PROBLEM AND OPTIMALITY CONDITIONS显示文摘In this paper the C_M-embedded problem which is also called the design centering problem inother papers will be described, and new optimality conditions and some results associated withoptimality conditions will be presented. These results hold for general non-convex regions. To acertain extent they provide the possibility to develop search techniques. It should be pointed outthat, in this paper, the only case where the Minkowski norm is just the Euclidean norm is treated.夏尊铨 STRODIOT J.-J. NGUYEN V.HIEN 1990Acta Mathematicae Applicatae Sinica1990,6,1:0
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