论文信息 - Solutions to fuzzy integral equations with arbitrary kernels - 字舞流文

Solutions to fuzzy integral equations with arbitrary kernels

Using a parametric Riemann integral representation, a numerical algorithm for solving fuzzy Fredholm and Voltera integral equations of the second kind with arbitrary kernel is proposed and illustrated with examples.

Abraham Kandel | Ming Ma | Menahem Friedman | A. Kandel | M. Ma | M. Friedman

[1] Sudarsan Nanda,et al. On integration of fuzzy mappings , 1989 .

[2] R. Goetschel,et al. Elementary fuzzy calculus , 1986 .

[3] D. Dubois,et al. Towards fuzzy differential calculus part 1: Integration of fuzzy mappings , 1982 .

[4] D. Dubois,et al. Towards fuzzy differential calculus part 3: Differentiation , 1982 .

[5] Osmo Kaleva. The Cauchy problem for fuzzy differential equations , 1990 .

[6] Osmo Kaleva. Fuzzy differential equations , 1987 .

[7] D. Dubois,et al. Towards fuzzy differential calculus part 2: Integration on fuzzy intervals , 1982 .

[8] M. Puri,et al. DIFFERENTIAL FOR FUZZY FUNCTION , 1983 .

[9] S. Seikkala. On the fuzzy initial value problem , 1987 .

[10] Menahem Friedman. Fundamentals of Computer Numerical Analysis , 1993 .

[11] W. Congxin,et al. Embedding problem of fuzzy number space: part II , 1992 .

[12] M. Puri,et al. Fuzzy Random Variables , 1986 .

[13] W Congxin,et al. ON THE INTEGRALS, SERIES AND INTEGRAL EQUATIONS OF FUZZY SET VALUED FUNCTIONS , 1990 .

[14] M. Puri,et al. Differentials of fuzzy functions , 1983 .