Benoit B Mandelbrot

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Benoit B. Mandelbrot

The Columbia Encyclopedia, Sixth Edition | 2008 | The Columbia Encyclopedia, Sixth Edition. Copyright 2008 Columbia University Press. (Hide copyright information) Copyright

Benoit B. Mandelbrot , 1924-, French mathematician, b. Warsaw, Poland. Largely self-taught and considered a maverick in the field of mathematics, he is uncomfortable with the rigorously pure logical analysis prescribed by Nicolas Bourbaki and relies instead on his talent for visualizing natural phenomena. A pioneer of chaos theory , he conceived, developed, and applied fractal geometry , which is used to find order in apparently erratic shapes and processes.

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Mandelbrot, Benoit B.

World Encyclopedia | 2005 | © World Encyclopedia 2005, originally published by Oxford University Press 2005. (Hide copyright information) Copyright

Mandelbrot, Benoit B. (1942– ) US mathematician, b. Poland. He made major contributions to chaos theory, and is best known for coining the term fractal. His book The Fractal Geometry of Nature (1982) contains many examples of natural fractals, such as ferns, trees and rivers. The Mandelbrot set, a well-known fractal object, is named after him.

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Yale mathematician Benoit Mandelbrot elected to the American Philosophical Society.
M2 Presswire; 6/8/2004; 700+ words ; ...June 2004-YALE UNIVERSITY: Yale mathematician Benoit Mandelbrot elected to the American Philosophical Society...COMMUNICATIONS LTD RDATE:06072004 New Haven, Conn. -- Benoit B. Mandelbrot, Sterling Professor of Mathematical Sciences at...
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Magazine article from: New Criterion; 10/1/2004; ; 700+ words ; ...intricate pattern known as the Mandelbrot set. Generated on computer...out there" before Benoit Mandelbrot discovered it. Perhaps...identical particles, A and B, flying apart in opposite...Amazingly, particle B, which may be light years...
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Magazine article from: Natural History; 9/1/2004; ; 700+ words ; ...right amount of detail? In 1967 Benoit B. Mandelbrot, a mathematician now at IBM...precision. To begin to answer Mandelbrot's question, however, all...infinitely long? Not exactly. Mandelbrot would say "undefmable." Maybe...
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