Practical Bilevel Optimization
By J. Bard. 1998
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- Costas D. Maranas
- Prit Pharkya
- David P. Morton
- Christodoulos A. Floudas
- Benoît Colson
- Maria Paola Scaparra
- Chrysanthos E. Gounaris
- Feng Pan
Citations in the corpus
- Bi-Level Approach to Distribution Network and Renewable Energy Expansion Planning Considering Demand Response (2017, background): “Bi-level programming is considered an appropriate framework to model optimization problems in which one or several constraints are optimization problems themselves [12], [13].”
- Supply chain coordination with demand disruptions (2004, background): “The situation can be viewed as a Stackelberg game [25] with the supplier assuming the role of the leader and the retailer the role of the follower.”
- A survey on networking games in telecommunications (2006, unknown): “See, for more details [84] [85].”
- Optknock: A bilevel programming framework for identifying gene knockout strategies for microbial strain optimization (2003, background): “This multilayered optimization structure involving two competing optimal strategists (i.e., cellular objective and chemical production) is referred to as a bilevel optimization problem (Bard, 1998).”
- A bilevel mixed-integer program for critical infrastructure protection planning (2008, background): “Details on bilevel programming can be found in Bard [29] and Dempe [30].”
- An overview of bilevel optimization (2007, background): “Many active set approaches have been proposed for solving MPECs, see Bard (1998).”
- Models for nuclear smuggling interdiction (2007, background): “In bilevel programs (e.g., Ben-Ayed (1993), Ishizuka et al. (1997) and Bard (1998)) each player has an objective function, and these can differ because the players’ motives differ.”
- A review of recent advances in global optimization (2009, methodology): “These include the textbooks by Tuy (1998) on convex analysis, Bard (1998) on bilevel programming, Sherali and Adams (1999) on the reformulation–linearization technique (RLT), Horst et al. (2000), Floudas (2000a) and Horst and Tuy (2003) on deterministic approaches, Rubinov (2000) on abstract…”
- A Bilevel Optimization Approach for Parameter Learning in Variational Models (2013, unknown): “, [2] and the references cited therein.”