含flat Fuzzy系数的正项几何规划

Posynomial geometric programming with a flat Fuzzy coefficient

引入了ｆｌａｔ Ｆｕｚｚｙ数，考虑了一类含ｆｌａｔ Ｆｕｚｚｙ系数的更广泛的正项几何规划问题．通过一系列的变换．把这类 Ｆｕｚｚｙ正项几何规划，化为含参变量θ的普通几何规划．特别地，当这类 Ｆｕｚｚｙ正项几何规划能化为普通正项几何规划时．笔者给出了一种新的算法．

This paper considers a group of more exfensive problems of posynomial geometric programming (PGP) with flat Fuzzy coeysicients after the introduction of flat Fuzzy numbers. Some of the Fuzzy PGPs, through a series of transformation, arc chaged Into ordinary PGP with the parameter , for which a new algorithm is given.