
Summary: This paper discusses a solution method to a multiobjective, multilevel decentralized system. A decomposition method is proposed for dividing the \(n\)-level problem finally into \(n-2\) single level problems and a two-level problem. A method with domination trees based on the ``two-level simplex algorithm'' is developed for generating the nondominated solutions to this type of \(n\)-level decentralized system.
Hierarchical systems, Management decision making, including multiple objectives, Linear programming, decomposition method, two-level simplex algorithm, Theory of organizations, manpower planning in operations research, Multi-objective and goal programming, multiobjective, multilevel decentralized system
Hierarchical systems, Management decision making, including multiple objectives, Linear programming, decomposition method, two-level simplex algorithm, Theory of organizations, manpower planning in operations research, Multi-objective and goal programming, multiobjective, multilevel decentralized system
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