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Zhenbo Wang
Zhenbo Wang
Department of Mathematical Sciences, Tsinghua University
Verified email at math.tsinghua.edu.cn - Homepage
Title
Cited by
Cited by
Year
KKT solution and conic relaxation for solving quadratically constrained quadratic programming problems
C Lu, SC Fang, Q Jin, Z Wang, W Xing
SIAM Journal on Optimization 21 (4), 1475-1490, 2011
512011
Global extremal conditions for multi-integer quadratic programming
Z Wang, SC Fang, DY Gao, W Xing
American Institute of Mathematical Sciences, 2008
472008
No-wait flexible flowshop scheduling with no-idle machines
Z Wang, W Xing, F Bai
Operations Research Letters 33 (6), 609-614, 2005
462005
Canonical dual approach to solving the maximum cut problem
Z Wang, SC Fang, DY Gao, W Xing
Journal of Global Optimization 54, 341-351, 2012
452012
Network optimization
JX Xie, WX Xing, Z Wang
Tsinghua University Press, Beijing, 2000
282000
A study on several combination problems of classic shop scheduling and shortest path
K Nip, Z Wang, W Xing
Theoretical Computer Science 654, 175-187, 2016
172016
Combination of parallel machine scheduling and vertex cover
Z Wang, Z Cui
Theoretical Computer Science 460, 10-15, 2012
152012
Two-group knapsack game
Z Wang, W Xing, SC Fang
Theoretical Computer Science 411 (7-9), 1094-1103, 2010
152010
Resource loading with time windows
FT Nobibon, R Leus, K Nip, Z Wang
European Journal of Operational Research 244 (2), 404-416, 2015
142015
Scheduling under linear constraints
K Nip, Z Wang, Z Wang
European Journal of Operational Research 253 (2), 290-297, 2016
132016
Knapsack with variable weights satisfying linear constraints
K Nip, Z Wang, Z Wang
Journal of Global Optimization 69, 713-725, 2017
112017
Extended canonical duality and conic programming for solving 0-1 quadratic programming problems
C Lu, Z Wang, W Xing, SC Fang
Journal of Industrial and Management Optimization 6 (4), 779, 2010
112010
A general bin packing game: interest taken into account
Z Wang, X Han, G Dósa, Z Tuza
Algorithmica 80, 1534-1555, 2018
102018
Assortment optimization under a single transition model
K Nip, Z Wang, Z Wang
arXiv preprint arXiv:1702.03700, 2017
102017
A successive approximation algorithm for the multiple knapsack problem
Z Wang, W Xing
Journal of combinatorial optimization 17, 347-366, 2009
102009
Related machine scheduling with machine speeds satisfying linear constraints
S Zhang, K Nip, Z Wang
Journal of Combinatorial Optimization 44 (3), 1724-1740, 2022
92022
Assortment optimization under a single transition choice model
K Nip, Z Wang, Z Wang
Production and Operations Management 30 (7), 2122-2142, 2021
82021
Two-person knapsack game
Z Wang, W Xing, SC Fang
Journal of Industrial and Management Optimization 6 (4), 847, 2010
82010
Bin packing under linear constraints
Z Wang, K Nip
Journal of Combinatorial Optimization 34, 1198-1209, 2017
72017
Bin packing game with an interest matrix
Z Wang, X Han, G Dósa, Z Tuza
International Computing and Combinatorics Conference, 57-69, 2015
72015
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