|
| |
|
|
Fuzzy Preference Structures in Multicriterial Decision Making
Majer, Tomáš ; Stryka, Lukáš (oponent) ; Hliněná, Dana (vedoucí práce)
In many decision problems a set of actions is evaluated with respect to a set of viewpoints, called criteria. For example, in evaluating a car one can consider criteria such as maximum speed, price, acceleration, fuel consumption. In general, evaluations with respect to different criteria can be discordant with respect to preferences. One of the simplest aggregation procedures is the weighted sum of the evaluations with respect to considered criteria. We apply the results of the solution of a multicriterial optimization problem. There is used a comparison of the criterion fuzzy preference relations and the general fuzzy preference relation based on ordinary set operations. We illustrate our approach on practical example.
|
|
| |
|
|
Fuzzy Preference Structures in Multicriterial Decision Making
Majer, Tomáš ; Stryka, Lukáš (oponent) ; Hliněná, Dana (vedoucí práce)
In many decision problems a set of actions is evaluated with respect to a set of viewpoints, called criteria. For example, in evaluating a car one can consider criteria such as maximum speed, price, acceleration, fuel consumption. In general, evaluations with respect to different criteria can be discordant with respect to preferences. One of the simplest aggregation procedures is the weighted sum of the evaluations with respect to considered criteria. We apply the results of the solution of a multicriterial optimization problem. There is used a comparison of the criterion fuzzy preference relations and the general fuzzy preference relation based on ordinary set operations. We illustrate our approach on practical example.
|
|
| |
|
| |
host ::
RSS.