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Random walk in random and non-random environments

Random walk in random and non-random environments
Random walk in random and non-random environments
Szerző
Révész Pál
Pál Révész
Szingapúr
'Révész Pál: Random walk in random and non-random environments ' összes példány
Kiadó: World Scientific Publishing Co. Pte. Ltd.
Kiadás helye: Szingapúr
Kiadás éve:
Kötés típusa: Fűzött kemény papírkötés
Oldalszám: 332 oldal
Sorozatcím:
Kötetszám:
Nyelv: Angol  
Méret: 22 cm x 16 cm
ISBN: 981-02-0237-7
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Fülszöveg


Pál Révész is a member of the Hungarian ' Academy of Sciences, and a professor of mathematics at the Technical University of . Vienna and the Technical University of Budapest. He is also an adjunct professor of mathematics at Carleton University of Ottawa and the József Attila University of Szeged (Hungary). He was an invited speaker at a number of international conferences on probability and statistics, as well as at the International Congress of Mathematicians in Helsinki, 1978.
In addition to publishing over a hundred research papers, he is the author of two books. Laws of Large Numbers (Academic Press, 1968) and Strong Approximations in Probability and Statistics (Academic Press, 1981, with M. Csörgő).
A basic attitude of the author is that most of the ideas of modern probability theory can be well described and understood by coin-tossing sequences and the Wiener process. This elementary approach gives the reader a chance to become familiar with many of the fundamental... Tovább

Fülszöveg


Pál Révész is a member of the Hungarian ' Academy of Sciences, and a professor of mathematics at the Technical University of . Vienna and the Technical University of Budapest. He is also an adjunct professor of mathematics at Carleton University of Ottawa and the József Attila University of Szeged (Hungary). He was an invited speaker at a number of international conferences on probability and statistics, as well as at the International Congress of Mathematicians in Helsinki, 1978.
In addition to publishing over a hundred research papers, he is the author of two books. Laws of Large Numbers (Academic Press, 1968) and Strong Approximations in Probability and Statistics (Academic Press, 1981, with M. Csörgő).
A basic attitude of the author is that most of the ideas of modern probability theory can be well described and understood by coin-tossing sequences and the Wiener process. This elementary approach gives the reader a chance to become familiar with many of the fundamental concepts and results of the theory, especially in limit theorems, without the headache of paying too much attention to technical difficulties. This very approach can also be argued as an elementary introduction to many notions of statistical physics. A large part of the material covered here has not appeared in any other book so far. Vissza

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Random walk in random and non-random environments Random walk in random and non-random environments Random walk in random and non-random environments

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