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Forbes, Michael G.

Co-Author Distance
Author ID: forbes.michael-g Recent zbMATH articles by "Forbes, Michael G."
Published as: Forbes, Michael G.
External Links: MGP
Documents Indexed: 8 Publications since 2004, including 3 Additional arXiv Preprints
Co-Authors: 10 Co-Authors with 3 Joint Publications
129 Co-Co-Authors
all top 5

Co-Authors

0 single-authored
3 Pearce, Robin H.
2 Gopaluni, R. Bhushan
2 Loewen, Philip D.
1 Backström, Johan U.
1 Davies, Michael S.
1 Dumont, Guy A.
1 Forbes, J. Fraser
1 Guay, Martin
1 Jeuken, Rick
1 Lawrence, Nathan P.
1 Lu, Qiugang
1 Rist, Yannik
1 Tyler, Alexis
1 Wang, Shuyuan

Serials

2 Automatica
1 Computers & Operations Research
1 European Journal of Operational Research
1 Dynamics of Continuous, Discrete & Impulsive Systems. Series B. Applications & Algorithms

Fields

4 Operations research, mathematical programming (90-XX)
3 Systems theory; control (93-XX)
2 Computer science (68-XX)
1 Dynamical systems and ergodic theory (37-XX)

Publications by Year

Citations contained in zbMATH Open

3 Publication has been cited 1 time in 1 Document Cited by ▼ Year ▼
Disaggregated Benders decomposition and branch-and-cut for solving the budget-constrained dynamic uncapacitated facility location and network design problem. Zbl 1403.90485
Pearce, Robin H.; Forbes, Michael
5
2018
A column generation and combinatorial Benders decomposition algorithm for the selective dial-a-ride-problem. Zbl 1511.90070
Rist, Yannik; Forbes, Michael
3
2022
Regulating discrete-time stochastic systems: focusing on the probability density function. Zbl 1036.93042
Forbes, Michael G.; Forbes, J. Fraser; Guay, Martin
1
2004
A column generation and combinatorial Benders decomposition algorithm for the selective dial-a-ride-problem. Zbl 1511.90070
Rist, Yannik; Forbes, Michael
3
2022
Disaggregated Benders decomposition and branch-and-cut for solving the budget-constrained dynamic uncapacitated facility location and network design problem. Zbl 1403.90485
Pearce, Robin H.; Forbes, Michael
5
2018
Regulating discrete-time stochastic systems: focusing on the probability density function. Zbl 1036.93042
Forbes, Michael G.; Forbes, J. Fraser; Guay, Martin
1
2004

Cited by 2 Authors

1 Fleig, Arthur
1 Guglielmi, Roberto

Cited in 1 Serial

1 Journal of Optimization Theory and Applications

Cited in 2 Fields

1 Partial differential equations (35-XX)
1 Calculus of variations and optimal control; optimization (49-XX)

Citations by Year