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Mathematical Methods of Operations Research, Volume 80
Volume 80, Number 1, August 2014
- Daniel Gourion, Dinh The Luc:
Saddle points and scalarizing sets in multiple objective linear programming. 1-27 - Takao Asano, Hiroyuki Kojima:
Modularity and monotonicity of games. 29-46 - József Békési
, Gábor Galambos, Michael N. Jung, Marcus Oswald, Gerhard Reinelt:
A branch-and-bound algorithm for the coupled task problem. 47-81 - Le Dung Muu, Le Quang Thuy:
On DC optimization algorithms for solving minmax flow problems. 83-97 - Jonas Ide, Elisabeth Köbis:
Concepts of efficiency for uncertain multi-objective optimization problems based on set order relations. 99-127
Volume 80, Number 2, October 2014
- Osman Palanci, S. Z. Alparslan Gök
Cooperative games under bubbly uncertainty. 129-137 - Axel Dreves
Finding all solutions of affine generalized Nash equilibrium problems with one-dimensional strategy sets. 139-159 - Anita Schöbel:
Generalized light robustness and the trade-off between robustness and nominal quality. 161-191 - Feimin Zhong, Jinxing Xie
The price of fairness with the extended Perles-Maschler solution. 193-212 - Trine Tornøe Platz, Herbert Hamers, Marieke Quant
C-complete sets for compromise stable games. 213-223 - Jörg Rambau, Konrad Schade:
Erratum to: The stochastic guaranteed service model with recourse for multi-echelon warehouse management. 225-226
Volume 80, Number 3, December 2014
- Wim van Ackooij
Decomposition approaches for block-structured chance-constrained programs with application to hydro-thermal unit commitment. 227-253 - Andrey Garnaev
Screening and hiding versus search. 255-265 - Paulo Roberto Oliveira:
A strongly polynomial-time algorithm for the strict homogeneous linear-inequality feasibility problem. 267-284 - Edwin Lohmann, Peter Borm
Sequencing situations with Just-in-Time arrival, and related games. 285-305 - Javier Arin, Ilya Katsev
The SD-prenucleolus for TU games. 307-327 - Markus Göhl, Karl Heinz Borgwardt:
The average number of pivot steps of the simplex-algorithm based on a generalized rotation-symmetry-model. 329-366
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