Abstract
In this paper, a new approach for solving the Fuzzy Quadratic Pro- gramming Problem (FQPP) is suggested. Here, the cost coefficients, constraint coefficients and the right hand side coefficients are represent ed by triangular fuzzy numbers. Here the approach is on the basis of � - cut sets of fuzzy num- bers and the fuzzy number quadratic programming problems are reduced to interval number quadratic programming problem. The problem of quadratic programming with interval number coefficients is reduced to aFuzzy Linear Complementarity Problem (FLCP) using the KKT conditions and the principal pivoting method is proposed to solve the formulated model. The effectiveness of the proposed method is illustrated by means of an example.
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