Solving Quadratic Programming Problems with The Criss – Cross Approach

Abstract

A criss - cross approach is proposed in this study to solve the Fuzzy Linear Complementarity Problem (FLCP). It is also suggested how to solve the Fuzzy Quadratic Programming Problem (FQP). Trapezoidal fuzzy numbers represent the cost coefficients, constraint coefficients, and right-side coefficients in FQP. The KKT requirements are used to convert the Fuzzy Quadratic Programming Problem into a Fuzzy Linear Complementarity Problem (FLCP), and the criss - cross technique is suggested as a solution for the described model. Through an example, the efficacy of the suggested approach is demonstrated.