Global optimization conditions for certain nonconvex minimization problems

Author:

Dietrich Helmut

Publisher

Springer Science and Business Media LLC

Subject

Applied Mathematics,Management Science and Operations Research,Control and Optimization,Computer Science Applications

Reference30 articles.

1. Auchmuty, G. (1983), Duality for non-convex variational principles,J. Diff. Equations 50, 80?145.

2. Benacer, R. and Tao, P.D. (1986), Global Maximization of a Non-Definite Quadratic Function over a Convex Polyhedron, in Hiriart-Urruty, J.-B. (ed.),FERMAT DAYS 1985: Mathematics for Optimization, North-Holland, Amsterdam, 65?76.

3. Bulatov, V.P. (1987), Metody resheniya mnogoekstremal'nykh zadach (global'nykh poisk). Melody chislennogo analize i optimizacii. Novosibirsk, 133?157.

4. Chew, S.H. and Zheng, W. (1988), Integral global optimization,Lecture Notes Econ. and Math. Systems 289, Springer-Verlag, Berlin.

5. Clarke, F.H. (1976), A new approach to Lagrange multipliers,Mathematics of Operations Research 1, 165?174.

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