scholarly journals New complex fuzzy multiple objective programming procedure for a portfolio making under uncertainty

2020 ◽  
Vol 96 ◽  
pp. 106607
Author(s):  
Adam Borovička
Author(s):  
JING-RUNG YU ◽  
GWO-HSHIUNG TZENG

This study proposes fuzzy multiple objective programming to determine the measure of fitness and the number of change-points in an interval piecewise regression model. To increase the measure of fitness, Tanaka and Lee proposed a conceptual procedure, which is a heuristic approach and becomes complicated for determining the proper polynomial. Therefore, a multiple objective approach is adopted to obtain a compromise solution among three objectives — maximizing the measure of fitness, minimizing the number of change-points and minimizing the width to obtain the interval regression models. By using the proposed method, a better measure of fitness can be obtained. Two numerical examples are used as demonstrations to illustrate our approach in more detail.


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