Hooshangian, L. (2017). Analysis of convergence of solution of general fuzzy integral equation with nonlinear fuzzy kernels. Theory of Approximation and Applications, 11(2), 97-109.
Laleh Hooshangian. "Analysis of convergence of solution of general fuzzy integral equation with nonlinear fuzzy kernels". Theory of Approximation and Applications, 11, 2, 2017, 97-109.
Hooshangian, L. (2017). 'Analysis of convergence of solution of general fuzzy integral equation with nonlinear fuzzy kernels', Theory of Approximation and Applications, 11(2), pp. 97-109.
Hooshangian, L. Analysis of convergence of solution of general fuzzy integral equation with nonlinear fuzzy kernels. Theory of Approximation and Applications, 2017; 11(2): 97-109.
Analysis of convergence of solution of general fuzzy integral equation with nonlinear fuzzy kernels
Department of Mathematics, Dezful Branch, Islamic Azad University, Dezful, Iran.
Abstract
Fuzzy integral equations have a major role in the mathematics and applications. In this paper, general fuzzy integral equations with nonlinear fuzzy kernels are introduced. The existence and uniqueness of their solutions are approved and an upper bound for them are determined. Finally an algorithm is drawn to show theorems better.
Article Title [Persian]
Analysis of convergence of solution of general fuzzy integral equation with nonlinear fuzzy kernels
Authors [Persian]
Laleh Hooshangian
Department of Mathematics, Dezful Branch, Islamic Azad University,
Dezful, Iran.
Abstract [Persian]
Fuzzy integral equations have a major role in the mathematics and applications. In this paper, general fuzzy integral equations with nonlinear fuzzy kernels are introduced. The existence and uniqueness of their solutions are approved and an upper bound for them are determined. Finally an algorithm is drawn to show theorems better.
Keywords [Persian]
General Nonlinear fuzzy integral equation، Existence theorem، Uniqueness theorem, Upper bound, Nonlinear fuzzy kernels
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