Abstract
A fuzzy max-T location problem is considered. The fuzzy max-T location
problem is a generalization of a fuzzy maximin location problem by allowing in the
objective function arbitrary triangular norms instead of the triangular norm defined
by the minimum operation. Then we give conditions for the existence of its optimal
solutions, and derive a relationship between its optimal solutions and efficient solutions
of a fuzzy multicriteria location problem. Furthermore, we give some properties of
triangular norms, and for triangular norms, we investigate the stability of optimal
solutions of the fuzzy max-T location problem.
