Ng, Kung Fu - Department of Mathematics, Chinese University of Hong Kong

Advanced Search

Ng, Kung Fu - Department of Mathematics, Chinese University of Hong Kong

The SECQ, Linear Regularity and the Strong CHIP for In nite System of Closed Convex Sets in Normed
METRIC SUBREGULARITY AND CONSTRAINT QUALIFICATIONS FOR CONVEX GENERALIZED EQUATIONS IN
Best Approximation and Perturbation Property in Hilbert Spaces 1
SIAM J. OPTIM. c 2010 Society for Industrial and Applied Mathematics Vol. 20, No. 5, pp. 21192136
MAJORIZING FUNCTIONS AND CONVERGENCE OF THE GAUSS-NEWTON METHOD FOR CONVEX COMPOSITE OPTIMIZATION
CONSTRAINT QUALIFICATIONS FOR EXTENDED FARKAS'S LEMMAS AND LAGRANGIAN DUALITIES IN CONVEX INFINITE PROGRAMMING
Regularities and Their Relations to Error Bounds and Wei Hong Yang
Strong CHIP for Infinite System of Closed Convex Sets in Normed Linear Spaces *
CHARACTERIZATIONS OF ERROR BOUNDS FOR CONVEX MULTIFUNCTIONS ON BANACH SPACES
ON FERMAT RULE FOR MULTIFUNCTIONS IN BANACH SPACES * XI YIN ZHENGy AND KUNG FU NGz
LINEAR REGULARITY FOR A COLLECTION OF SUBSMOOTH SETS IN BANACH SPACES
Unified approach to some geometric results in variational analysis
ON EXTENSION OF FENCHEL DUALITY AND ITS APPLICATION LI GUOYIN AND NG KUNG FU
CALMNESS FOR L-SUBSMOOTH MULTIFUNCTIONS IN BANACH XI YIN ZHENG AND KUNG FU NG
Error bounds of generalized D-gap functions for nonsmooth and nonmonotone variational inequality problems
Math. Program., Ser. A DOI 10.1007/s10107-009-0277-6
Error Bounds for Some Convex Functions and Distance Composite Functions
Global Error Bounds with Fractional Exponents Kung Fu Ngy and Xi Yin Zhengz
ON FIRST AND SECOND-ORDER CONDITIONS FOR ERROR BOUNDS*
ERROR BOUNDS FOR LOWER SEMICONTINUOUS FUNCTIONS IN NORMED SPACES*
On Best Restricted Range Approximation in Continuous Complex-valued Function Spaces *
Existence of Efficient Points in Vector Optimization and Generalized Bishop-Phelps Theorem1
ERROR BOUNDS FOR ABSTRACT LINEAR INEQUALITY SYSTEMS*
Constraint qualifications for convex inequality systems with applications in constrained optimization
The Least Hoffman's Error Bound for Linear Inequality System
Noname manuscript No. (will be inserted by the editor)
EKELAND'S VARIATIONAL PRINCIPLE FOR SET-VALUED C. G. LIU AND K. F. NG
A UNIFIED SEPARATION THEOREM FOR CLOSED SETS IN A BANACH SPACE AND OPTIMALITY CONDITIONS FOR VECTOR
SUBDIFFERENTIAL CALCULUS RULES FOR SUPREMUM FUNCTIONS IN CONVEX ANALYSIS
Metric Subregularity for proximal generalized equations in Hilbert Xi Yin Zhenga
JID:YJMAA AID:16385 /FLA [m3G; v 1.58; Prn:5/12/2011; 8:57] P.1 (1-17) J. Math. Anal. Appl. ()
A UNIFIED SEPARATION THEOREM FOR CLOSED SETS IN A BANACH SPACE AND OPTIMALITY CONDITIONS
SUBDIFFERENTIAL CALCULUS RULES FOR SUPREMUM FUNCTIONS IN CONVEX ANALYSIS*