In this paper, we present a consensus model for group decision making problems in which the experts use linguistic interval fuzzy preference relations to represent their preferences.
Distributed optimization, based on a decomposition of the entire optimization problem, has been applied to many complex decision making problems in process systems engineering, including nonlinear model predictive control.
Furthermore, it provides a useful tool to handle route evaluation problem in a highly reliable and intelligent manner, and it can be applied to solve multi-criteria decision making problems in many disciplines.
Departing from the equivalences along different models established at different decision-making hierarchical levels, in this work the joint usage of a Conceptual Constraint (CC) Domain and a Process Systems Engineering (PSE) Domain allows to develop a systematic support method able to generate optimization models to solve decision making problems in a broad range of scenarios.
In one of the first two experiments planned, researchers at nearby SUNY Upstate Medical Center will have subjects work on complex decision making problems in environments that are lit in different ways.
According to Harputlugil et al. [53] AHP is a better tool for solving the multi-criteria decision making problems in comparison to others (for example ELECTRE, DEMATEL, ISM, ANP, VIKOR and TOPSIS) because it is easy to use and a widely applicable and powerful tool for selection and evaluation purposes, both in engineering and social fields.
The above-mentioned issue can be viewed as a sequential decision making problem [37] in which at time step i a decision based on all previous points (alpha _i varvec{lambda }_{1:i-1}, bar{f}_{1:i-1})), where (bar{f}_i = f(x_i) + varepsilon _i) is made.
In this paper, we formulate the electricity retailers' short-term decision-making problem in a liberalized retail market as a multi-objective optimization model.
We provide closed-form expressions for the selection of the optimal sorting location in the special case of identical collection sites and guidelines for tackling the decision-making problem in the general case.
