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scopus: 16416178100

Zhang, S.

(Shuzhong Zhang)


problem function algorithm solution programming result model theorem point lemma method proof optimization matrix value vector section program number duality condition order distribution semide nite programming objective system approach research class jt +1 approximation direction ellipsoid 0.0 constraint demand ellipsoid algorithm paper sequence iteration parameter allocation semide university operation optimization problem location customer yield inequality relation example matrice zhang table revenue analysis process max function application d-induced space report 1 t t probability information version theory mapping subject management operations research simulation product equation fare classes decision objective function notice 2.1




10 Most Recent Publications

An Integrated Approach to Single-Leg Airline Revenue Management: The Role of Robust Optimization (Research Paper)
Birbil, S.I. Frenk, J.B.G. Gromicho, J.A.S. Zhang, S.
2006-06-10
An integrated approach to single-leg airline revenue management: The role of robust optimization (Research Paper)
Birbil, S.I. Frenk, J.B.G. Gromicho, J.A.S. Zhang, S.
2006-05-11
Matrix convex functions with applications to weighted centers for semidefinite programming (Research Paper)
Brinkhuis, J. Luo, Z-Q. Zhang, S.
2005-08-31
Generalized Fractional Programming With User Interaction (Research Paper)
Birbil, S.I. Frenk, J.B.G. Zhang, S.
2004-06-21
A D-induced duality and its applications (Research Paper)
Brinkhuis, J. Zhang, S.
2003-08-07
Recursive Approximation of the High Dimensional max Function (Research Paper)
Birbil, S.I. Fang, S-C. Frenk, J.B.G. Zhang, S.
2003-01-21
An interior-point and decomposition approach to multiple stage stochastic programming (Research Paper)
Zhang, S.
2002-10-02
A D-induced duality and its applications (Research Paper)
Brinkhuis, J. Zhang, S.
2002-10-02
LQ Control without Riccati Equations: Stochastic Systems (Research Paper)
Yao, D.D. Zhang, S. Zhou, X.Y.
1999-05-26
A primal-dual decomposition based interior point approach to two-stage stochastic linear programming (Research Paper)
Berkelaar, A.B. Dert, C.L. Oldenkamp, K.P.B. Zhang, S.
1999-04-26