Journal of Pure and Applied Mathematics: Advances and Applications[1] B. B. Mandelbort, How long is the coastline of Britain?
Statistical self-similarity and fractal dimension, Science 156(3775)
(1967), 636-638.
[2] M. F. Barnsley, Fractal functions and interpolation, Constructive
Approximation 2(1) (1986), 303-329.
[3] H. Ruian, H. Jiyang and X. Shugong, Computer Image and
Applications of the Fractal, China Railway Press: Beijing, (1995),
61-85.
[4] S. Wanshou and Y. Jinji, Modeling method for the earth’s
surface, Mini-Micro Systems 17(3) (1996), 32-36.
[5] X. Heping, Fractals in Rock Mechanics, A Balkema Publishers:
Netherlands, (1993), 70-78.
[6] B. B. Mandelbort, The Fractal Geometry of Nature, W. H. Freeman:
New York, (1982), 361-366.
[7] Z. Congjun, W. Hongyong and S. Ping, The basis of modern analysis
on mathematical economic, Higher Education Press: Beijing, (2012),
148-151.
[8] C. Yongsheng, Make use of MATLAB to draw fractal geometry figure,
Journal of Jilin Normal University 28(1) (2007), 87-89.
[9] S. Hongquan, Fractal geometry and study on fractal interpolation,
Journal of Hebei University of Technology 31(1) (2002), 56-60.
[10] Michael F. Barnsley, Fractal Functions and Interpolations,
Constructive Approximation 2: New York, 1986.
[11] C. HuiQin, Study on fractal interpolation and its fractal
dimension by graphic method solving, Jiangxi Science 28(2) (2010),
167-169.
[12] H. O. Peitgen, H. Jurgens and D. Saupe, Chaos and Fractals, New
Frontiers in Science, Springer-Verlag, New York, 1992.
