MCDM'17 - paper no. 12

 

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INTERACTIVE PROCEDURE FOR MULTIOBJECTIVE DYNAMIC PROGRAMMING WITH THE MIXED ORDERED STRUCTURE

Maciej Nowak, Sebastian Sitarz, Tadeusz Trzaskalik

Abstract:

The paper presents a multiobjective dynamic programming problem with the values of the criteria function in ordered structures. The first problem is a model with deterministic values; the second, one with triangular fuzzy numbers; and the third, one with discrete random variables with the k-th absolute moment finite. The fourth model is a product of the three models listed above. The aim of the paper is to present an interactive procedure which uses trade-offs and which allows to determine the final solution in the mixed ordered structure. The ordered structures and the proposed procedure are illustrated by numerical examples.

Keywords:

multiobjective dynamic programming, interactive procedures, partially ordered criteria space, mixed partially ordered structures

Reference index:

Maciej Nowak, Sebastian Sitarz, Tadeusz Trzaskalik, (2017), INTERACTIVE PROCEDURE FOR MULTIOBJECTIVE DYNAMIC PROGRAMMING WITH THE MIXED ORDERED STRUCTURE, Multiple Criteria Decision Making (12), pp. 168-184

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Scopus citations in 1 paper(s):
  1. Targiel, K. S., Nowak, M., & Trzaskalik, T. (2018). Scheduling non-critical activities using multicriteria approach. Central European Journal of Operations Research, 26(3), 585-598. doi:10.1007/s10100-018-0542-y

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