Benoit B. Mandelbrot
Best known for his work on fractals.
Cross-listing: Physics Tree
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|Barral J, Jin X, Mandelbrot B. (2010) Convergence of complex multiplicative cascades Annals of Applied Probability. 20: 1219-1252|
|Barral J, Jin X, Mandelbrot B. (2010) Uniform convergence for complex [0,1]-martingales Annals of Applied Probability. 20: 1205-1218|
|Barral J, Mandelbrot B. (2009) Fractional multiplicative processes Annales De L'Institut Henri Poincare (B) Probability and Statistics. 45: 1116-1129|
|Mandelbrot BB, Frame M. (2009) A primer of negative test dimensions and degrees of emptiness for latent sets Fractals. 17: 1-14|
|Mandelbrot BB. (2009) "New methods of statistical economics," revisited: Short versus long tails and Gaussian versus power-law distributions Complexity. 14: 55-65|
|Mandelbrot BB. (2007) Scalebound or scaling shapes: A useful distinction in the visual arts and in the natural sciences Leonardo. 40: 494-496|
|Mandelbrot BB. (2006) Fractal analysis and synthesis of fracture surface roughness and related forms of complexity and disorder International Journal of Fracture. 138: 13-17|
|Mandelbrot BB. (2005) The inescapable need for fractal tools in finance Annals of Finance. 1: 193-195|
|Mandelbrot BB. (2005) Parallel cartoons of fractal models of finance Annals of Finance. 1: 179-192|
|Pareto VFS, Mandelbrot BB. (2005) Fractal renewal processes Fractal-Based Point Processes. 153-169|