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[392] MANDELBROT, B.B. The fractal geometry of trees and other natural phenomena. Buffon Bicentenary Symposium on Geometrical Probability, Ed. R. Miles & J. Serra. Lecture Notes in Biomathematics, 23, 235-249. New York: Springer, 1978.

[393] MANDELBROT, B.B. Les objets fractals. La Recherche. 1978, 9, 1-13.

[394] MANDELBROT, B.B. Colliers aléatoires et une alternative aux promenades au hasard sans boucle: les cordonnets discrets et fractals. Comptes Rendus (Paris). 1978, 286A, 933-936.

[395] MANDELBROT, B.B. Comment on bifurcation theory and fractals. Bifurcation Theory and Applications. Ed. Gurel & O. Rôssler. Annals of the New York Academy of Sciences. 1979, 316, 463^164.

[396] MANDELBROT, Â. Â. Corrélation et texture dans un nouveau modèle d'Univers hiérarchisé, basé sur les ensembles trémas. Comptes Rendus (Paris). 1979, 288A, 81-83.

[397] MANDELBROT, B.B. Fractals and geometry with many scales of length. Encyclopedia Britannica 1981 Yearbook of Science and the Future. 1980, 168-181.

[398] MANDELBROT, Â. B. Fractal aspects of the iteration of z Xz (1 - z) for complex Ë and z. Non Linear Dynamics, Ed. R. H. G. Helleman. Annals of the New York Academy of Sciences. 1980, 357, 249-259.

[399] MANDELBROT, Â. B. Scalebound or scaling shapes: A useful distinction in the visual arts and in the natural sciences. Leonardo. 1981, 14, 45^17.

[400] MANDELBROT, B.B. On discs and sigma discs, that osculate the limit sets of groups and inversions. Mathematical Intelligencer. 1982, 4.

[401] MANDELBROT, Â. B. The inexhaustible function z2—m. Scientific American.

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