Chaotic dynamical systems in the undergraduate curriculum

References

• Devaney , R. L. 1986 . An Introduction to Chaotic Dynamical Systems , New York : Benjamin Cummings .
   Google Scholar
• Peitgen , R. 1986 . The Beauty of Fractals , Berlin : Springer .
   Google Scholar
• Sorensen , P. R. September 1984 . Byte September ,
   Google Scholar
• Sorensen , P. R. September 1986 . Byte September ,
   Google Scholar
• Norstam , A. July 1982 . SIGGRAPH July ,
   Google Scholar
• van Dam , A. September 1984 . Scientific American September ,
   Google Scholar
• Dewdney , A. K. August 1985 . Scientific American August ,
   Google Scholar
• Mandelbrot , B. B. 1983 . The Fractal Geometry of Nature , New York : W. H. Freeman .
   Google Scholar
• Stanley , H. E. and Ostrowsky , N. 1985 . On Growth and Form (Fractal and Non‐Fractal Patterns in Physics) , Boston, MA : Martinus Nijhoff .
   Google Scholar
• La Brecque , M. W. 1986 . MOSAIC , 114 (4)
   Google Scholar
• Danby , J. M. A. 1985 . Computing Applications to Differential Equations , Reston, VA : Reston Publishing .
   Google Scholar
• Crutchfield , J. P. December 1986 . Scientific American December ,
   Google Scholar
• Lin , H. B. 1984 . World Scientific.
   Google Scholar
• Collet , P. and Eckmann , J. P. 1980 . Iterated Maps on the Interval as Dynamical Systems , Basel : Birkhauser .
   Google Scholar
• Barnsley , M. F. and Demko , S. G. 1986 . Chaotic Dynamics and Fractals , New York : Academic Press .
   Google Scholar
• Falconer , K. J. 1985 . The Geometry of Fractal Sets , Cambridge University Press .
   Google Scholar