Fenchel-Lagrange versus Geometric Duality in Convex Optimization

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

Active Bibliography

Conjugate duality for multiobjective composed optimization problems – Gert Wanka, Radu Bot, Emese Vargyas
3 Farkas-type results for max-functions and applications – R. I. Bot, G. Wanka - 2004
5 Duality for composed convex functions with applications in location theory – Radu Ioan Bot, Gert Wanka - 2003
11 FARKAS-TYPE RESULTS WITH CONJUGATE FUNCTIONS – Radu Ioan Bot, Gert Wanka
9 An analysis of some dual problems in multiobjective optimization – R. I. Bot, G. Wanka - 2004
1 A general approach for studying duality in multiobjective optimization – Radu Ioan Bot, Sorin-Mihai Grad, Gert Wanka
Optimality conditions for weak efficiency to vector optimization problems with composed convex functions – Radu Ioan Boț, Ioan Bogdan Hodrea, Gert Wanka - 2008
51 Optimal design of a CMOS op-amp via geometric programming – Maria Del Mar Hershenson, Stephen P. Boyd, Thomas H. Lee - 2001
2 Duality for convex partially separable optimization problems – G. Wanka, R. I. Bot, L. Altangerel
16 An alternative formulation for a new closed cone constraint qualification – Radu Ioan Bot, Gert Wanka - 2006
Duality – unknown authors
A New Fenchel Dual Problem in Vector Optimization – Radu Ioan Boţ, Anca Dumitru, Gert Wanka
Comparison between different duals in multiobjective fractional programming – Radu Ioan Bot, Robert Chares, Gert Wanka
7 A new constraint qualification and conjugate duality for composed convex optimization problems – R. I. Bo¸t, S. M. Grad, G. Wanka - 2004
An Extended Conic Formulation for Geometric Optimization – François Glineur, Faculte Polytechnique De Mons, Rue De Houdain, B- Mons - 2000
An Extended Conic Formulation – For Geometric Optimization
MAXENTROPIC RECONSTRUCTION OF SOME PROBABILITY DISTRIBUTIONS WITH LINEAR INEQUALITY CONSTRAINTS – Vasile Preda, Costel Bălcău
2 Improving Complexity of Structured Convex Optimization Problems Using Self-Concordant Barriers – François Glineur, Faculte Polytechnique De Mons, Rue De Houdain, B- Mons - 2001
5 Proving Strong Duality for Geometric Optimization Using a Conic Formulation – François Glineur - 1999