Publications

A cutting plane algorithm for linear optimization over the efficient set

Authors

Fülöp, János

Editors

Komlósi, S

Rapcsák, T

Schaible, S

Publication date

1994

In: Generalized convexity. Proceedings of the 4th international workshop. Pécs, 1992. (Lecture notes in economics and mathematical systems 405.).

On the Lagrangean duality of concave minimization subject to linear constraints and an additional facial reverse convex constraint. (Working paper of the Laboratory of Operations Research and Decision Systems (LORDS) WP 94-2.)

Authors

Fülöp, János

Publication date

1994

MTA SZTAKI, Budapest, pp. 20.

Supporting hyperplane variants of a decomposition approach for solving a class of concave minimization problems. (Working paper of the Laboratory of Operations Research and Decision Systems (LORDS) WP 94-6.)

Authors

Fülöp, János

Publication date

1994

MTA SZTAKI, Budapest, pp. 13.

A deletion-by-infeasibility rule for D.C.-constrained global optimization. ( Working paper of the Laboratory of Operations Research and Decision Systems (LORDS) WP 93-6.)

Authors

Fülöp, János

Publication date

1993

MTA SZTAKI, Budapest, pp. 7.

A linear programming model for probabilistic production costing with multiple group-limitations. ( Working paper of the Laboratory of Operations Research and Decision Systems (LORDS) WP 93-11.)

Authors

Fülöp, János

Hoffer, J.

Publication date

1993

MTA SZTAKI, Budapest, pp. 25.

On a special class of linear programs with an additional reverse convex constraint

Authors

Fülöp, János

Editors

Maros, I

Publication date

1993

In: APMOD93. Symposium on applied mathematical programming and modeling.Budapest, 1993.

On the equivalency between a linear bilevel programming problem and linear optimization over the efficient set. (Working paper of the Laboratory of Operations Research and Decision Systems (LORDS) WP 93-1.)

Authors

Fülöp, János

Publication date

1993

MTA SZTAKI, Budapest, pp. 6.

A cutting plane method for linear optimization over the efficient set (Working paper of the Laboratory of Operations Research and Decision Systems (LORDS) WP 92-15)

Authors

Fülöp, János

Publication date

1992

MTA SZTAKI, Budapest, pp. 10.

A semi-infinite programming method for approximating load duration curves by polynomials

Authors

Fülöp, János

Publication date

1992

COMPUTING, 49, pp. 201-212.

A semi-infinite programming method for approximating load duration curves by polynomials (Working paper of the Laboratory of Operations Research and Decision Systems (LORDS) WP 92-2)

Authors

Fülöp, János

Publication date

1992

MTA SZTAKI, Budapest, pp. 20.