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Results: 1-17 |
Results: 17
REGULARITY PROPERTIES OF A SEMISMOOTH REFORMULATION OF VARIATIONAL-INEQUALITIES
Authors: FACCHINEI F FISCHER A KANZOW C
Citation: F. Facchinei et al., REGULARITY PROPERTIES OF A SEMISMOOTH REFORMULATION OF VARIATIONAL-INEQUALITIES, SIAM journal on optimization (Print), 8(3), 1998, pp. 850-869
A NEW CLASS OF SEMISMOOTH NEWTON-TYPE METHODS FOR NONLINEAR COMPLEMENTARITY-PROBLEMS
Authors: KANZOW C KLEINMICHEL H
Citation: C. Kanzow et H. Kleinmichel, A NEW CLASS OF SEMISMOOTH NEWTON-TYPE METHODS FOR NONLINEAR COMPLEMENTARITY-PROBLEMS, Computational Optimization and Applications, 11(3), 1998, pp. 227-251
AN INEXACT QP-BASED METHOD FOR NONLINEAR COMPLEMENTARITY-PROBLEMS
Authors: KANZOW C
Citation: C. Kanzow, AN INEXACT QP-BASED METHOD FOR NONLINEAR COMPLEMENTARITY-PROBLEMS, Numerische Mathematik, 80(4), 1998, pp. 557-577
THEORETICAL AND NUMERICAL INVESTIGATION OF THE D-GAP FUNCTION FOR BOXCONSTRAINED VARIATIONAL-INEQUALITIES
Authors: KANZOW C FUKUSHIMA M
Citation: C. Kanzow et M. Fukushima, THEORETICAL AND NUMERICAL INVESTIGATION OF THE D-GAP FUNCTION FOR BOXCONSTRAINED VARIATIONAL-INEQUALITIES, Mathematical programming, 83(1), 1998, pp. 55-87
A CONTINUATION METHOD FOR (STRONGLY) MONOTONE VARIATIONAL-INEQUALITIES
Authors: KANZOW C JIANG HY
Citation: C. Kanzow et Hy. Jiang, A CONTINUATION METHOD FOR (STRONGLY) MONOTONE VARIATIONAL-INEQUALITIES, Mathematical programming, 81(1), 1998, pp. 103-125
A NEW APPROACH TO CONTINUATION METHODS FOR COMPLEMENTARITY-PROBLEMS WITH UNIFORM P-FUNCTIONS
Authors: KANZOW C
Citation: C. Kanzow, A NEW APPROACH TO CONTINUATION METHODS FOR COMPLEMENTARITY-PROBLEMS WITH UNIFORM P-FUNCTIONS, Operations research letters, 20(2), 1997, pp. 85-92
A NONSMOOTH INEXACT NEWTON METHOD FOR THE SOLUTION OF LARGE-SCALE NONLINEAR COMPLEMENTARITY-PROBLEMS
Authors: FACCHINEI F KANZOW C
Citation: F. Facchinei et C. Kanzow, A NONSMOOTH INEXACT NEWTON METHOD FOR THE SOLUTION OF LARGE-SCALE NONLINEAR COMPLEMENTARITY-PROBLEMS, Mathematical programming, 76(3), 1997, pp. 493-512
NEW NCP-FUNCTIONS AND THEIR PROPERTIES
Authors: KANZOW C YAMASHITA N FUKUSHIMA M
Citation: C. Kanzow et al., NEW NCP-FUNCTIONS AND THEIR PROPERTIES, Journal of optimization theory and applications, 94(1), 1997, pp. 115-135
ON UNCONSTRAINED AND CONSTRAINED STATIONARY-POINTS OF THE IMPLICIT LAGRANGIAN
Authors: FACCHINEI F KANZOW C
Citation: F. Facchinei et C. Kanzow, ON UNCONSTRAINED AND CONSTRAINED STATIONARY-POINTS OF THE IMPLICIT LAGRANGIAN, Journal of optimization theory and applications, 92(1), 1997, pp. 99-115
GLOBAL CONVERGENCE PROPERTIES OF SOME ITERATIVE METHODS FOR LINEAR COMPLEMENTARITY-PROBLEMS
Authors: KANZOW C
Citation: C. Kanzow, GLOBAL CONVERGENCE PROPERTIES OF SOME ITERATIVE METHODS FOR LINEAR COMPLEMENTARITY-PROBLEMS, SIAM journal on optimization, 6(2), 1996, pp. 326-341
SOME NONINTERIOR CONTINUATION METHODS FOR LINEAR COMPLEMENTARITY-PROBLEMS
Authors: KANZOW C
Citation: C. Kanzow, SOME NONINTERIOR CONTINUATION METHODS FOR LINEAR COMPLEMENTARITY-PROBLEMS, SIAM journal on matrix analysis and applications, 17(4), 1996, pp. 851-868
A SEMISMOOTH EQUATION APPROACH TO THE SOLUTION OF NONLINEAR COMPLEMENTARITY-PROBLEMS
Authors: DELUCA T FACCHINEI F KANZOW C
Citation: T. Deluca et al., A SEMISMOOTH EQUATION APPROACH TO THE SOLUTION OF NONLINEAR COMPLEMENTARITY-PROBLEMS, Mathematical programming, 75(3), 1996, pp. 407-439
ON FINITE TERMINATION OF AN ITERATIVE METHOD FOR LINEAR COMPLEMENTARITY-PROBLEMS
Authors: FISCHER A KANZOW C
Citation: A. Fischer et C. Kanzow, ON FINITE TERMINATION OF AN ITERATIVE METHOD FOR LINEAR COMPLEMENTARITY-PROBLEMS, Mathematical programming, 74(3), 1996, pp. 279-292
EQUIVALENCE OF THE GENERALIZED COMPLEMENTARITY-PROBLEM TO DIFFERENTIABLE UNCONSTRAINED MINIMIZATION
Authors: KANZOW C FUKUSHIMA M
Citation: C. Kanzow et M. Fukushima, EQUIVALENCE OF THE GENERALIZED COMPLEMENTARITY-PROBLEM TO DIFFERENTIABLE UNCONSTRAINED MINIMIZATION, Journal of optimization theory and applications, 90(3), 1996, pp. 581-603
NONLINEAR COMPLEMENTARITY AS UNCONSTRAINED OPTIMIZATION
Authors: KANZOW C
Citation: C. Kanzow, NONLINEAR COMPLEMENTARITY AS UNCONSTRAINED OPTIMIZATION, Journal of optimization theory and applications, 88(1), 1996, pp. 139-155
AN UNCONSTRAINED OPTIMIZATION TECHNIQUE FOR LARGE-SCALE LINEARLY CONSTRAINED CONVEX MINIMIZATION PROBLEMS
Authors: KANZOW C
Citation: C. Kanzow, AN UNCONSTRAINED OPTIMIZATION TECHNIQUE FOR LARGE-SCALE LINEARLY CONSTRAINED CONVEX MINIMIZATION PROBLEMS, Computing, 53(2), 1994, pp. 101-117
AN UNCONSTRAINED OPTIMIZATION TECHNIQUE FOR LARGE-SCALE LINEARLY CONSTRAINED CONVEX MINIMIZATION PROBLEMS
Authors: KANZOW C
Citation: C. Kanzow, AN UNCONSTRAINED OPTIMIZATION TECHNIQUE FOR LARGE-SCALE LINEARLY CONSTRAINED CONVEX MINIMIZATION PROBLEMS, Computing, 53(2), 1994, pp. 101-117
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