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This paper presents the HYBRID system for solving linear multiple criteria optimization problems, utilizing the reference point technique. This method, originally developed by the authors, is the non-simplex one and is based on the augmented Lagrangian technique with conjugate gradient optimization. Due to special properties of the method it was possible to make the implementation especially efficient for solving dynamic problems. In such cases the HYBRID outperforms such known packages, like MINOS. Since the method does not require to store large amount of information (like basis matrix in standard Simplex formulation) it is especially valuable for microcomputer applications, allowing to solve problems a magnitude bigger dimensionality than with standard methods.</abstract>
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