FRACTALS

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[378] MANDELBROT, Â. Â. Intermittent turbulence in self-similar cascades: divergence of high moments and dimension of the carrier. J. of Fluid Mechanics. 1974, 62, 331-358.

[379] MANDELBROT, Â. B. Fonctions aléatoires pluri-temporelles: approximation poissonien ne du cas brownien et généralisations. Comptes Rendus (Paris). 1975, 280A, 1075-1078.

[380] MANDELBROT, Â. Â. On the geometry of homogeneous turbulence, with stress on the fractal dimension of the iso-surfaces of scalars. J. of Fluid Mechanics. 1975, 72, 401^416.

[381] MANDELBROT, B.B. Hasards et tourbillons: quatre contes â clef. Annales des Mines (íîÿáðü 1975 ã.), 61-66.

[382] MANDELBROT, B.B. Les objets fractals: forme, hasard et dimension. Paris: Flammarion, 1975.

[383] MANDELBROT, B.B. Sur un modèle decomposable d'univers hiérarchisé: déduction des corrélations galactiques sur la sphère céleste. Comptes Rendus (Paris). 1975, 280A, 1551-1554.

[384] MANDELBROT, B.B. Stochastic models for the Earth's relief, the shape and the fractal dimension of the coastlines, and the number-area rule for islands.

Pr. of the National Academy of Sciences USA. 1975, 72, 3825-3828.

[385] MANDELBROT, B.B. Limit theorems on the self-normalized range for weakly and strongly dependent processes. Z. fur Wahrscheinlichkeitstheorie. 1975, 31, 271-285.

[386] MANDELBROT, B.B. Géométrie fractale de la turbulence. Dimension de Hausdorff, dispersion et nature des singularités du mouvement des fluides. Comptes Rendus (Paris). 1976, 282A, 119-120.

[387] MANDELBROT, B.B. Intermittent turbulence & fractal dimension: kurtosis and the spectral exponent 5/3 +Â. Turbulence and Navier - Stokes Equations. Ed. R. Teman. Lecture Notes in Mathematics, 565, 121-145. New York: Springer, 1976.

[388] MANDELBROT, B.B. Fractals and turbulence: attractors and dispersion. Turbulence Seminar Berkeley 1976/1977. Ed. P.Bernard & T.Ratiu. Lecture

626 Ôðàêòàëüíàÿ ãåîìåòðèÿ ïðèðîäû

Notes in Mathematics, 615, 83-93. New York: Springer, 1977. (Ïåðåâåäåíà íà ðóññêèé ÿçûê.)

[389] MANDELBROT, Â. Â. Fractals: form, chance and dimension. San Francisco: W.H. Freeman & Co., 1977.


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