Use of reference points for MOLP problems analysis

Article Abstract:

Two scalar problems are examined to analyse problems with multiple objective linear programming (MOLP). Data is presented on two linear programming problems which can generate interactive reference point method. Ways of changing the reference point are presented so that that the attained value of a criterion can be enhanced. The benefits of interactive techniques for practical uses in studying MOLP problems are considered proven.

Research

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Use of reference points for solving MONLP problems

Article Abstract:

The quality of a decision-making model lies in its values' ability to hold true to specified conditions simultaneously. These values lie in an efficient set from which a decision maker then selects solution points. The scalar optimization problem presents the use of reference points in determining problem solutions. It is shown that the points present alternative solutions to satisfy decision variations.

Decision-making, Decision making

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A simple method for obtaining weakly efficient points in multiobjective linear fractional programming problems

Article Abstract:

The use of linear fractional functions in mathematical optimization problems is considered. Methods using scalar optimization tests which give weakly efficient points are evaluated and applications considered.

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