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Hierarchical solving procedure consists of two parts: (a) multicriteria ranking of alternative versions at each stage (e.g., selection of Pareto-effective local decisions), (b) composition of the selected versions into a parallel-series composite system (technology).
This application is described and the ranking of alternative designs is analysed using the weights given by the farmer to the hydraulic, economic and environmental criteria.
Here the ANP is used to determine the relative weights of the criteria, whereas TOPSIS and VIKOR are used for obtaining the final ranking of alternative blends.
The economic penalty associated with the variability of main process variables close to active constraints is used in this work in order to develop a quantitative measure for the ranking of alternative control structures.
After obtaining the total fuzzy scores for each alternative, the ranking of alternative is performed.
Ranking of alternative solutions results as follows: 1. Secondary treatment + chlorination – food crop, no food crop irrigation (A8, A9) 2.
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This is because there is actually a range of values for any property of a given material and there are several methods in multi-attribute decision making (MADM) for ranking of alternatives based on interval data.
As it is observed, according to Chen's method, ranking of alternatives A, B and D does not change, but the ranking of alternative C will equal option D (the 2nd rank).
The graphical methods of line and spider graph methods are easy to calculate, visualize, and provide a simplistic approach for comparison, ranking of alternatives.
In this study, we propose a three-stage weighted sum method for identifying the group ranks of alternatives.
In this model, criteria weights are computed using AHP method that ranking of the alternatives computed using VIKOR method.
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