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model problem algorithm function class 0.0000 programming point demand revenue value solution result location jt +1 vector 0.0 ellipsoid ellipsoid algorithm optimization objective simulation fare classes information probability facility management distribution number fare class i version parameter 1 t t section order proof difference airline approach lemma table arrival customer decision allocation 1 i m yield research realization non-robust deviation operations research april period 1.5 2.1 location problems operation nonrobust uniform samples period t optimization problem single-leg j e j experiment simulation experiments figure objective function notice lipschitz 1.1 theorem frenk airline revenue management simulation results 3.0 information model inequality uniform subsection
7 Most Recent Publications
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The Role of Robust Optimization in Single-Leg Airline Revenue Management
(Article)
Birbil, S.I. Frenk, J.B.G. Gromicho, J.A.S. Zhang, J. |
2009-01-01
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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
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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
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Fractional location problems
(Article)
Barros, A.I. Frenk, J.B.G. Gromicho, J.A.S. |
1997-05-01
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General models in min-max continous location
(Article)
Frenk, J.B.G. Gromicho, J.A.S. Zhang, S. |
1996-04-01
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General models in min-max planar location
(Article)
Frenk, J.B.G. Gromicho, J.A.S. Zhang, S. |
1996-04-01
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A deep cut ellipsoid algorithm for convex programming
(Article)
Frenk, J.B.G. Gromicho, J.A.S. Zhang, S. |
1994-01-01
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