References
- Dubois , D. , H. Prade [ 1982 ], “ Towards fuzzy differential calculus. Part 1 Integration on fuzzy mappings .” Fuzzy Sets and Systems , 8 , pp. 1 – 17 .
- Dubois , D. , H. Prade [ 1982 ], “ Towards fuzzy differential calculus. Part 2 Integration on fuzzy intervals .” Fuzzy Sets and Systems , 8 , pp. 105 – 116 .
- Dubois , D. , H. Prade [ 1982 ], “ Towards fuzzy differential calculus. Part 3 Differentiation .” Fuzzy Sets and Systems , 8 , pp. 225 – 233 .
- De Glas , M. [ 1983 ], “ Theory of fuzzy systems .” Fuzzy Sets and Systems , 10 , pp. 65 – 77 .
- De Glas , M. [ 1984 ], “ Invariance and stability of fuzzy systems .” Journal of Mathematical Analysis and Applications , 99 , pp. 299 – 319 .
- Falconer , K. J. [ 1985 ], The Geometry of Fractal Sets . Oxford Univ. Press , Oxford .
- Fridrich , J. [ 1994 ], “ The fuzzified logistic map .” International Journal of General Systems , 22 , pp. xxx (this issue) .
- Kaleva , O. [ 1985 ], “ On the convergence of fuzzy sets .” Fuzzy Sets and Systems , 17 , pp. 53 – 65 .
- Kloeden , P. E. [ 1991 ], “ Chaotic iteration of fuzzy sets .” Fuzzy Sets and Systems , 42 , pp. 37 – 42 .
- Kosko , B. [ 1993 ], Fuzzy Thinking (The New Science of Fuzzy Logic) . Hyperion , New York .
- Lapsa , P. M. [ 1992 ], “ Resolution limited measure and dimension .” Applied Mathematics and Computation , 52 , pp. 1 – 27 .
- Schuster , H. G. [ 1989 ], Deterministic Chaos (An Introduction) . VCH , Weinheim , Germany .
- Wang , Z. , G. J. Klir [ 1992 ], Fuzzy Measure Theory , Plenum Press , New York .
- Yamakawa , T. , E. Uchino , T. Miki , T. Nakamura , [ 1992 ], “ Transitions of fuzzy numbers through nonlinear dynamical systems .” Proceedings of the 2nd International Conference on Fuzzy Logic & Neural Networks (I1ZUKA Japan, July 17-22, 1992) , pp. 145 – 148 .
- Zadeh , L. A. [ 1987 ], Fuzzy Sets and Applications Selected Papers . Edited by Yager, Ovchinikov, Tong, and Nguyen , John Wiley , New York .