References for: A History of Fractal Geometry


Version for printing
  1. G Cantor, De la puissance des ensembles parfait de points. 1884. Classics on Fractals. Ed. A E Gerald ( Addison -Wesley, 1993).
  2. R M Crownover, Introduction to Fractals and Chaos (London, 1995).
  3. G A Edgar, ed. Classics on Fractals (Addison-Wesley, 1993).
  4. F Hausdorff, Dictionary of Scientific Biography. 1972
  5. H von Koch, Dictionary of Scientific Biography. 1972
  6. H vonKoch, Sur une courbe continue sans tangente obtenue par une construction géométrique élémentaire. 1904. Classics on Fractals . Ed. A E Gerald (Addison -Wesley, 1993).
  7. N Lesmoir-Gordon, W Rood, and R Edney. Introducing Fractal Geometry (Cambridge, 2000).
  8. B Mandelbrot, How Long Is the Coast of Britain? Statistical Self-Similarity and Fractional Dimension. Science, New Series 156 3775 (May 5, 1967): 636-638.
  9. J J O'Connor, and E F Robertson, MacTutor: Cantor biography
  10. MacTutor: Fatou biography.
  11. MacTutor: Julia biography.
  12. MacTutor: Levy, Paul biography.
  13. MacTutor: Mandelbrot biography.
  14. K Weierstrass, Über continuirliche Functionen eines reellen Arguments, die für keinen Werth des Letzteren einen bestimmten Differentialquotienten besitzen. 1872. Classics on Fractals . Ed. A E Gerald (Addison -Wesley, 1993).

JOC/EFR February 2009

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