Kybernetika 42 no. 4, 441-452, 2006

A necessity measure optimization approach to linear programming problems with oblique fuzzy vectors

Masahiro Inuiguchi


In this paper, a necessity measure optimization model of linear programming problems with fuzzy oblique vectors is discussed. It is shown that the problems are reduced to linear fractional programming problems. Utilizing a special structure of the reduced problem, we propose a solution algorithm based on Bender's decomposition. A numerical example is given.