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Fliege, Jörg - School of Mathematics, University of Southampton
Constructing Approximations to the Ecient Set of Convex Quadratic Multiobjective Problems
A New Adaptive Algorithm for Convex Quadratic Multicriteria Optimization
Approximation Techniques for the Set of Efficient Points
SPECIAL CASES AND EFFICIENT ALGORITHMS FOR MULTITHREADED DIMENSION REDUCTION IN LOCATION
OLAF ---A General Modeling System to Evaluate and Optimize the Location of an Air
MULTITHREADED DIMENSION REDUCTION IN LOCATION ORG FLIEGE
MATH6002 Deterministic OR Methods (Mathematical Programming)
A Problem Generator J"org Fliege
Constructing Approximations to the Efficient Set of Convex Quadratic Multiobjective Problems
MULTITHREADED DIMENSION REDUCTION IN LOCATION THEORY
Approximation Techniques for the Set of Efficient Points
A TwoStage Approach for Computing
A Problem Generator Jorg Fliege
SOME NEW COINCIDENCE CONDITIONS IN MINISUM MULTIFACILITY LOCATION
A New Adaptive Algorithm for Convex Quadratic Multicriteria Optimization
Generalized Goal Programming: Polynomial Methods and Applications
Generalized Goal Programming: Polynomial Methods and Applications
A Polynomial Time Coincidence Detector for Multifacility Location Problems
MATH6002 Deterministic OR Methods (Mathematical Programming)
OLAF _ A General Modeling System to Evaluate and Optimize the Location of an Air
SPECIAL CASES AND EFFICIENT ALGORITHMS FOR MULTITHREADED DIMENSION REDUCTION IN LOCATION
SOME NEW COINCIDENCE CONDITIONS IN MINISUM MULTIFACILITY LOCATION
Approximation Techniques for the Set of Efficient Points
