On quality concepts fractional programming

References

• Bector , C.R. , Chandra , S. and Bector , M.K. 1989 . Generalized Fractional Programming, Duality, A Parametric Approach . Journal of Optimization Theory and Applications , 60 ( 2 ) : 242 – 261 .
   Web of Science ®Google Scholar
• Benadeda , Y. and Ferland , J.A. 1988 . Partial Linearization for Generalized Fractional Programming . Z Oper Rs , 32 ( 2 ) : 101 – 106 .
   Google Scholar
• 1990 . “ Generalized Convexity and Fractional Programming with Economical Applications ” . In Lecture Notes in Economics and Mathematical Systems Vol. 345 , 101 – 106 .
   Google Scholar
• Cambini , A. and Martein , L. 1985 . On the Fenchel-like and Lagrangian Duality in Fractional Programming . Methods of Operations Research , 53 : 21 – 32 .
   Google Scholar
• Crouzeix , J.P. , Ferland , J.A. and Schaible , S. 1985 . An Algorithm For Generalized Fractional Programs . Journal of Optimization Theory and Applications , 47 ( 1 ) : 35 – 49 .
   Web of Science ®Google Scholar
• Deumlich , R. 1990 . “ Dissertation B ” . In Ein geometrischer Zugang zur Optimietungstheorie auf der Gmndlage der φ-konjugierten Funktionen , P[acaron]dagogische Hochschule Halle .
   Google Scholar
• Deumlich , R. 1992 . On Duality Concepts in Fractional Programming . Optimization , 25 : 25 – 45 . Part )
   Google Scholar
• Deumlich , R. and Elster , K.H. 1983 . φ-Conjugation and Nonconvex Optimization . Math Operationsforsch. u. Statist., Ser: Optimization , 14 ( 1 ) : 125 – 149 . A Survey (Part I)
   Google Scholar
• Deumlich , R. and Elster , K.H. 1984 . φ-Conjugation and Nonconvex Optimization . Math Operationsforsch. u. Statist., Ser Optimization , 15 ( 4 ) : 499 – 515 . A Survey (Part I)
   Google Scholar
• Deumlich R. Ohlendorf E. Anmerkungen zurDualitat in der Quotientenoptimiemng Wissenschaftliche Zeitschrift der Technischen Universitat Ilmenau 1992 to appear
   Google Scholar
• Dinkelbach , W. 1967 . On nonlinear fractional programming . Management science , 13 ( 4 ) : 492 – 498 .
   Google Scholar
• Fenchel , W. 1953 . Convex Cones, Sets and Functions. Lecture Notes, Department of Math , Princeton, N.J : Princeton Univ .
   Google Scholar
• Singh , C. and Rueda , N. 1990 . Generalized Programming: Optimality and Duality . Journal of Optimization Theory and Applications , 66 ( 1 ) : 149 – 159 .
   Web of Science ®Google Scholar
• Sniedovich , M. 1987 . A New Look at Fractional Programming . Journal of optimization Theory and Applications , 54 ( 1 ) : 113 – 120 .
   Web of Science ®Google Scholar
• Yu , Z.K. 1988 . Saddle-Point Type Optimality Criteria for Generalized Fractional Programming . Journal of Optimization Theory and Applications , 57 ( 2 ) : 189 – 196 .
   Google Scholar