The numerical solution of Fredholm fuzzy integral equation of the second kind in the sense of a fuzzy set is studied mainly.The k-order truncated series solution of the second kind of Fredholm fuzzy integral equation is obtained by residual power series method.The numerical solution of the second kind of Fredholm fuzzy integral equation is expanded by Taylor smoothing formula,and the relevant co-efficients are solved by Algebraic equation.Finally,the stability and convergence of residual power series method are proved by numerical examples.
关键词
第二类Fredholm模糊积分方程/残余幂级数法/模糊微分方程/数值解/模糊函数
Key words
Fredholm fuzzy integral equations of the second kind/residual power series method/fuzzy differential equations/numerical solution/fuzzy function
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