MCDM'16 - paper no. 11

 

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SOLVING PROCEDURE FOR MULTIOBJECTIVE DYNAMIC PROBLEM WITH CHANGEABLE GROUP HIERARCHY OF STAGE CRITERIA DEPENDENT ON THE STAGE OF THE PROCESS

Tadeusz Trzaskalik

Abstract:

We consider multiobjective, multistage discrete dynamic decision processes. In this paper we propose an interactive procedure which allows to solve the problem of optimal control of such a process in the case when the decision maker has determined a group hierarchy of stage criteria. This hierarchy is changeable and depends on the stage of the process. The proposed algorithm is illustrated by a numerical example.

Keywords:

multiobjective multistage decision process, multiobjective dynamic programming, hierarchical problem, group hierarchy

Reference index:

Tadeusz Trzaskalik, (2016), SOLVING PROCEDURE FOR MULTIOBJECTIVE DYNAMIC PROBLEM WITH CHANGEABLE GROUP HIERARCHY OF STAGE CRITERIA DEPENDENT ON THE STAGE OF THE PROCESS, Multiple Criteria Decision Making (11), pp. 168-186

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