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Results: 1-11 |
Results: 11
ASYMPTOTIC ANALYSIS FOR PENALTY AND BARRIER METHODS IN CONVEX AND LINEAR-PROGRAMMING
Authors: AUSLENDER A COMINETTI R HADDOU M
Citation: A. Auslender et al., ASYMPTOTIC ANALYSIS FOR PENALTY AND BARRIER METHODS IN CONVEX AND LINEAR-PROGRAMMING, Mathematics of operations research, 22(1), 1997, pp. 43-62
SUFFICIENT CONDITIONS FOR COINCIDENCE IN LAMBDA(1)-MINISUM MULTIFACILITY LOCATION-PROBLEMS
Authors: COMINETTI R MICHELOT C
Citation: R. Cominetti et C. Michelot, SUFFICIENT CONDITIONS FOR COINCIDENCE IN LAMBDA(1)-MINISUM MULTIFACILITY LOCATION-PROBLEMS, Operations research letters, 20(4), 1997, pp. 179-185
TANGENT SETS OF ORDER-ONE AND ORDER-2 TO THE POSITIVE CONES OF SOME FUNCTIONAL SPACES
Authors: COMINETTI R PENOT JP
Citation: R. Cominetti et Jp. Penot, TANGENT SETS OF ORDER-ONE AND ORDER-2 TO THE POSITIVE CONES OF SOME FUNCTIONAL SPACES, Applied mathematics & optimization, 36(3), 1997, pp. 291-312
COUPLING THE PROXIMAL POINT ALGORITHM WITH APPROXIMATION METHODS
Authors: COMINETTI R
Citation: R. Cominetti, COUPLING THE PROXIMAL POINT ALGORITHM WITH APPROXIMATION METHODS, Journal of optimization theory and applications, 95(3), 1997, pp. 581-600
PERTURBED OPTIMIZATION IN BANACH-SPACES .3. SEMIINFINITE OPTIMIZATION
Authors: BONNANS JF COMINETTI R
Citation: Jf. Bonnans et R. Cominetti, PERTURBED OPTIMIZATION IN BANACH-SPACES .3. SEMIINFINITE OPTIMIZATION, SIAM journal on control and optimization, 34(5), 1996, pp. 1555-1567
PERTURBED OPTIMIZATION IN BANACH-SPACES .1. A GENERAL-THEORY BASED ONA WEAK DIRECTIONAL CONSTRAINT QUALIFICATION
Authors: BONNANS JF COMINETTI R
Citation: Jf. Bonnans et R. Cominetti, PERTURBED OPTIMIZATION IN BANACH-SPACES .1. A GENERAL-THEORY BASED ONA WEAK DIRECTIONAL CONSTRAINT QUALIFICATION, SIAM journal on control and optimization, 34(4), 1996, pp. 1151-1171
PERTURBED OPTIMIZATION IN BANACH-SPACES .2. A THEORY-BASED ON A STRONG DIRECTIONAL CONSTRAINT QUALIFICATION
Authors: BONNANS JF COMINETTI R
Citation: Jf. Bonnans et R. Cominetti, PERTURBED OPTIMIZATION IN BANACH-SPACES .2. A THEORY-BASED ON A STRONG DIRECTIONAL CONSTRAINT QUALIFICATION, SIAM journal on control and optimization, 34(4), 1996, pp. 1172-1189
A DYNAMICAL-APPROACH TO CONVEX MINIMIZATION COUPLING APPROXIMATION WITH THE STEEPEST DESCENT METHOD
Authors: ATTOUCH H COMINETTI R
Citation: H. Attouch et R. Cominetti, A DYNAMICAL-APPROACH TO CONVEX MINIMIZATION COUPLING APPROXIMATION WITH THE STEEPEST DESCENT METHOD, Journal of differential equations, 128(2), 1996, pp. 519-540
TANGENT SETS TO UNILATERAL CONVEX-SETS
Authors: COMINETTI R PENOT JP
Citation: R. Cominetti et Jp. Penot, TANGENT SETS TO UNILATERAL CONVEX-SETS, Comptes rendus de l'Academie des sciences. Serie 1, Mathematique, 321(12), 1995, pp. 1631-1636
ASYMPTOTIC ANALYSIS OF THE EXPONENTIAL PENALTY TRAJECTORY IN LINEAR-PROGRAMMING
Authors: COMINETTI R SANMARTIN J
Citation: R. Cominetti et J. Sanmartin, ASYMPTOTIC ANALYSIS OF THE EXPONENTIAL PENALTY TRAJECTORY IN LINEAR-PROGRAMMING, Mathematical programming, 67(2), 1994, pp. 169-187
STABLE EXPONENTIAL-PENALTY ALGORITHM WITH SUPERLINEAR CONVERGENCE
Authors: COMINETTI R DUSSAULT JP
Citation: R. Cominetti et Jp. Dussault, STABLE EXPONENTIAL-PENALTY ALGORITHM WITH SUPERLINEAR CONVERGENCE, Journal of optimization theory and applications, 83(2), 1994, pp. 285-309
Risultati: 1-11 |