Fenchel-Lagrange versus Geometric Duality in Convex Optimization

by R. I. Bot , S. M. Grad , G. Wanka
Citations:5 - 4 self

Documents Related by Co-Citation

18 Strong duality for generalized convex optimization problems – R I Bot, G Kassay, G Wanka
14 On the relations between different dual problems in convex mathematical programming – G Wanka, R I Bot¸ - 2002
14 Characterizing set containments involving infinite convex constraints and reverse convex constraints – V Jeyakumar - 2008
3279 Convex Analysis – R. Tyrrell Rockafellar - 1970
4 Einführung in die Nichtlineare – K H Elster, R Reinhardt, M Schäuble, G Donath - 1977
9 A New closed cone constraint qualification for convex optimization – V Jeyakumar, N Dinh, G M Lee - 2004
64 Convex Analysis in General Vector Space,” World Sciencetific Publishing – C Zălinescu - 2002
16 An alternative formulation for a new closed cone constraint qualification – Radu Ioan Bot, Gert Wanka - 2006
23 Sous-différentiel de fonctions convexes composées – C COMBARI, M LAGHDIR et L THIBAULT - 1994
438 Convex Analysis and Minimization Algorithms – J Hiriart-Urruty, C Lemar´echal - 1993
10 Inequality systems and global optimization – V Jeyakumar, A M Rubinov, B M Glover, Y Ishizuka - 1996
419 Convex analysis and variational problems – I Ekeland, R Temam - 1976
11 FARKAS-TYPE RESULTS WITH CONJUGATE FUNCTIONS – Radu Ioan Bot, Gert Wanka
1 Farkas type results with conjugate functions – R I Bot¸, G Wanka
2 R.: Duality for Minmax Programs – C H Scott, T Jefferson - 1984
8 A new constraint qualification for the formula of the subdifferential of composed convex . . . – Radu Ioan Bot, Sorin-Mihai Grad, Gert Wanka - 2005
4 Stable strong duality in convex optimization, Applied – V Jeyakumar, W Song, N Dinh, G M Lee - 2005
6 Semi-continuous mappings in general topology, Archiv der Mathematik 38 – J P Penot, M Théra - 1982
9 Lower Semicontinuous Regularization For VECTOR-VALUED MAPPINGS – M. Aït Mansour, A. Metrane, M. Théra - 2004