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Global optimization of fractional programs with applications to engineering and management problems
作者: Jianing Liu
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参考文章
(112)
1.
Steffen Rebennack,
Stable Set Problem: Branch & Cut Algorithms.
Encyclopedia of Optimization.
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2.
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A Duality Theory for a Class of Generalized Fractional Programs
Journal of Global Optimization.
,vol. 12, pp. 239- 245 ,(1998) ,
10.1023/A:1008274708071
3.
Andreas Eisenblätter, Daniel Junglas, Hans-Florian Geerdes, Alexander Martin, Thorsten Koch, Armin Fügenschuh,
Integer Programming Methods for UMTS Radio Network Planning
,(2004)
4.
Daniel Granot, Frieda Granot,
On Integer and Mixed Integer Fractional Programming Problems
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10.1016/S0167-5060(08)70736-2
5.
J. Benoist,
Connectedness of the Efficient Set for Strictly Quasiconcave Sets
Journal of Optimization Theory and Applications.
,vol. 96, pp. 627- 654 ,(1998) ,
10.1023/A:1022616612527
6.
Rudolf Mathar, Michael Schmeink,
Optimal Base Station Positioning and Channel Assignment for 3G Mobile Networks by Integer Programming
Annals of Operations Research.
,vol. 107, pp. 225- 236 ,(2001) ,
10.1023/A:1014959317542
7.
Juan-Enrique Martinez-Legaz, Jean-Pierre Crouzeix, Michel Volle,
Generalized Convexity, Generalized Monotonicity: Recent Results
,(2011)
8.
C. R. Bector, S. Chandra, C. Singh,
Duality in Multiobjective Fractional Programming
Springer, Berlin, Heidelberg.
pp. 232- 241 ,(1990) ,
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9.
Alberto Cambini, Laura Martein,
Generalized Concavity in Multiobjective Programming
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Roman Kikta, Richard Levine, Lawrence J. Harte,
3G wireless demystified
,(2001)
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2017 年,
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