Shu-Cherng Fang

North Carolina State University - Department of Industrial Engineering

Raleigh, NC 26695-7906

United States

SCHOLARLY PAPERS

4

DOWNLOADS

322

CITATIONS

1

Scholarly Papers (4)

1.

Recursive Approximation of the High Dimensional Max Function

ERIM Report Series Reference No. ERS-2003-003-LIS
Number of pages: 15 Posted: 16 Aug 2006
Sabanci University - Graduate School of Management, North Carolina State University - Department of Industrial Engineering, Erasmus University, Rotterdam (EUR) - Department of Econometrics and The Chinese University of Hong Kong (CUHK) - Faculty of Engineering
Downloads 103 (236,836)
Citation 1

Abstract:

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n dimensional max function, recursive approximation, smoothing methods, vertical linear complementarity (VLCP)

2.

Entropic Regularization Approach for Mathematical Programs with Equilibrium Constraints

ERIM Report Series Reference No. ERS-2002-71-LIS
Number of pages: 17 Posted: 17 Feb 2003
S. Ilker Birbil, Shu-Cherng Fang and Jiye Han
Sabanci University - Graduate School of Management, North Carolina State University - Department of Industrial Engineering and Chinese Academy of Sciences (CAS) - Academy of Mathematics and Systems Sciences
Downloads 92 (255,435)

Abstract:

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mathematical programs with equilibrium constraints, smoothing approach, entropic regularization

3.

On the Finite Termination of an Entropy Function Based Smoothing Newton Method for Vertical Linear Complementarity Problems

ERIM Report Series Reference No. ERS-2002-72-LIS
Number of pages: 25 Posted: 17 Feb 2003
Shu-Cherng Fang, Jiye Han, Zhenghai Huang and S. Ilker Birbil
North Carolina State University - Department of Industrial Engineering, Chinese Academy of Sciences (CAS) - Academy of Mathematics and Systems Sciences, Chinese Academy of Sciences (CAS) - Academy of Mathematics and Systems Sciences and Sabanci University - Graduate School of Management
Downloads 87 (264,584)

Abstract:

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vertical linear complementarity problems, smoothing approximation, Newton method, entropy function, finite termination

4.

Solving Variational Inequalities Defined on a Domain with Infinitely Many Linear Constraints

ERIM Report Series Reference No. ERS-2002-70-LIS
Number of pages: 16 Posted: 26 Feb 2008
Shu-Cherng Fang, S. David Wu and S. Ilker Birbil
North Carolina State University - Department of Industrial Engineering, affiliation not provided to SSRN and Sabanci University - Graduate School of Management
Downloads 34 (388,224)

Abstract:

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variational inequality problem, analytic center, cutting plane method, discretization method, inexact approach