Duality theorems and optimality conditions for nonconvex optimization problems
R. Deumlich
Sektion Mathematik/Physik, Pädagogisehe Hochschule N. K. Krupskaja Halle, Halle, Kröllwitzer Str. 44, Halle, DDR-402Karl‐Heinz Elster
Sektion Mathematik, Rechentechnik und ökonomische, Technische Hochschule Ilmenau, Ilmenau, DDR-63, Am Ehrenberg
1980en
ABI
Аннотация
Abstract Continuing former papers of the authors the present paper gives assertions about φ-conjugate in connection with duality theorems and optimality conditions for a rather broad class of nonconex optimization problems. A geometrical interpretation of the statements follows in a natural way by the projective extension of the Euclideanspace.
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