tailieunhanh - Ebook The Fractal geometry of nature - Benoit B.Mandelbrot

(BQ)Ebook "The Fractal geometry of nature" presents of: three classic fratals, tamed; galaxies and eddies; scalinh fraxtal, nonscaling fraxtal; self-mapping fraxtal; randominess; steratified, fraxtional brown fraxtals; random themas texture; miscellan; of men and ideas. | THE FRACTAL GEOMETRY OF NATURE Plate II n ILLUSTRATES PAGE 464 THE FRACTAL GEOMETRY OF NATURE Updated and Augmented Benoit B. Mandelbrot INTERNATIONAL BUSINESS MACHINES THOMAS J. WATSON RESEARCH CENTER w. H. FREEMAN AND COMPANY New York ABOUT THE AUTHOR OB IBM Fellow at the IBM Thomas J. Watson Research Center. A Fellow of the American Academy of Arts and Sciences. Graduate Ecole Polytechnique . and . in Aeronautics Caltech Docteur ès Sciences Mathématiques University of Paris. Dr. Mandelbrot s first positions were with the French Research Council CNRS the School of Mathematics at the Institute for Advanced Study under J. von Neumann and the University of Geneva. Immediately before joining IBM he was a junior Professor of Applied Mathematics at the University of Lille and of Mathematical Analysis at Ecole Polytechnique. On leave from IBM he has been a Visiting Professor of Economics later of Applied Mathematics and then of Mathematics at Harvard of Engineering at Yale of Physiology at the Albert Einstein College of Medicine and of Mathematics at the University of Paris-Sud. He has visited . several times first in the Electrical Engineering Department and most recently as an Institute Lecturer. He was a Visitor at the Institut des Hautes Etudes Scientifiques Bures . He has been a Fellow of the Guggenheim Foundation Trumbull Lecturer at Yale Samuel Wilks Lecturer at Princeton Abraham Wald Lecturer at Columbia Goodwin-Richards Lecturer at the University of Pennsylvania and National Lecturer of Sigma Xi the Scientific Research Society. Many times a Lecturer at College de France since 1973 he delivered there the leqons that eventually developed into the present Essay. AMS Classifications Primary 5001 2875 60D05 Secondary 42A36 54F45 60J65 76F05 85A35 86A05. Current Physics Index Classification ICSU . j . b . Library of Congress Cataloging in Publication Data Mandelbrot Benoit B. The fractal geometry of nature. Rev. ed. of Fractals.