References
- Chandra , S. 1972 . Strong pseudo-convex programming . Indian J. pure appl. Math , 3 ( 2 ) : 278 – 282 .
- Hartwig , H. 1979 . Verallgemcinert konvexe Vektorfunktionen nnd ihre Anwendung in der Vektoroptimierimg . Math. Operationsforsuh. Statist., Ser. Optimization , 10 ( 3 ) : 303 – 316 .
- Lata , M. 1976 . Strong psoudo-convex programming in Banach space . Indian J. pure appl. Math , 6 ( 1 ) : 45 – 48 .
- Mahajan , D.G. and Vartak , M.N. 1977 . Generalization of some duality theorems in nonlinear programming . Math. Progr , 12 ( 3 ) : 293 – 317 .
- Mangasarian , O.L. 1970 . Convexity, pseudo-convexity and quasi-convexity of composite functions . Cahiers Centre Étude Rech. Opérat , 12 ( 2 ) : 114 – 122 .
- Mereau , P. and Paquet , J.G. 1973 . The use of pseudo-convexity and quasi-convexity in sufficient conditions for global constrained extrema . Int. J. Control , 18 ( 4 ) : 831 – 838 .
- Nehse , R. 1978 . “ Ordnungstheoretisehe Untersuchungen zu nichtkonvexen Optimierungs-problemen ” . In Diss. B , Ilmenau : Techn. Hochsch .
- Nehse , R. 1979 . On some non-convex optimization problems . Abstracts of the 5th Conf. on Math. Programming . 1979 , Matrafüred , Hungary. pp. 20 – 21 .
- Nehse , R. 1979 . Problems in connection with the HAHN-BANACH-Theorem . Proc. of the YII. Summer School “Nonlinear Analysis” . 1979 , Berlin . to appear
- Ritter , K. 1970 . Optimization theory in linear spaces. Part III. Mathematical programming in partially ordered Banach-spaces . Math. Ann , 184 : 133 – 154 .
- Ritter , K. 1970 . Dual nonlinear programming problems in partially ordered Banach-spaees . Z. Wahrseheiniiclikeitstheorie verw. Geb , 14 : 257 – 263 .
- Schwartz , L. 1967 . Analyse mathématique I , Paris : Hermann .