Add to ORKGIf we know the exact consequences of each action, then we can select an action with the largest value of the ob-jective function. In practice, we often only know these val-ues with interval uncertainty. If two intervals intersect, then some people may prefer the alternative corresponding to the first interval, and some prefer the alternative correspond-ing to the second interval. How can we describe the por-tion of people who select the first alternative? In this pa-per, we provide a new theoretical justification for Hurwicz optimism-pessimism approach, and we show how this ap
Non-probabilistic approaches to decision making have been proposed for situations in which an indivi...
Abstract. In many practical situations, users select between n alternatives a1,..., an, and the only...
In situations when we know the probabilities of all possible consequences, traditional decision theo...
If we know the exact consequences of each action, then we can select an action with the largest valu...
In this paper, we show how to take interval uncertainty into account when solving conflict situation...
In many real-life situations, we do not know the exact values of the expected gain corresponding to ...
In many practical situations, we know the exact form of the objective function, and we know the opti...
In many situations, e.g., in financial and economic decision making, the decision results either in ...
If we know the probabilities p1 ; : : : ; pn of different situations s1 ; : : : ; sn , then we can c...
To make a decision, we must find out the user\u27s preference, and help the user select an alternati...
AbstractIf we know the probabilities p1,…,pn of different situations s1,…,sn, then we can choose a d...
We study cooperative interval games. These are cooperative games where the value of a coalition is g...
Traditional decision theory is based on a simplifying assumption that for each two alternatives, a u...
In many real-life situations, we need to make decisions in situations when we do not have full infor...
If we know the probabilities p(1),...,p(n) of different situations s1,...,sn, then we can choose a d...
Non-probabilistic approaches to decision making have been proposed for situations in which an indivi...
Abstract. In many practical situations, users select between n alternatives a1,..., an, and the only...
In situations when we know the probabilities of all possible consequences, traditional decision theo...
If we know the exact consequences of each action, then we can select an action with the largest valu...
In this paper, we show how to take interval uncertainty into account when solving conflict situation...
In many real-life situations, we do not know the exact values of the expected gain corresponding to ...
In many practical situations, we know the exact form of the objective function, and we know the opti...
In many situations, e.g., in financial and economic decision making, the decision results either in ...
If we know the probabilities p1 ; : : : ; pn of different situations s1 ; : : : ; sn , then we can c...
To make a decision, we must find out the user\u27s preference, and help the user select an alternati...
AbstractIf we know the probabilities p1,…,pn of different situations s1,…,sn, then we can choose a d...
We study cooperative interval games. These are cooperative games where the value of a coalition is g...
Traditional decision theory is based on a simplifying assumption that for each two alternatives, a u...
In many real-life situations, we need to make decisions in situations when we do not have full infor...
If we know the probabilities p(1),...,p(n) of different situations s1,...,sn, then we can choose a d...
Non-probabilistic approaches to decision making have been proposed for situations in which an indivi...
Abstract. In many practical situations, users select between n alternatives a1,..., an, and the only...
In situations when we know the probabilities of all possible consequences, traditional decision theo...