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Chung Kai Lai Chung – författare

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4 produkter

  1. Chung Kai Lai Chung - Green, Brown, And Probability And Brownian Motion On The Line, E-bok. Tillgänglighet: Lägg i varukorg

    Green, Brown, And Probability And Brownian Motion On The Line

    Av Chung Kai Lai Chung

    E-bok, 2002

    275 kr

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    This invaluable book consists of two parts. Part I is the second edition of the author's widely acclaimed publication Green, Brown, and Probability, which first appeared in 1995. In this exposition the author reveals, from a historical perspective, the beautiful relations between the Brownian …

  2. Chung Kai Lai Chung - Chance And Choice: Memorabilia, E-bok. Tillgänglighet: Lägg i varukorg

    Chance And Choice: Memorabilia

    Av Chung Kai Lai Chung

    E-bok, 2004

    581 kr

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    This book begins with a historical essay entitled “Will the Sun Rise Again?” and ends with a general address entitled “Mathematics and Applications”. The articles cover an interesting range of topics: combinatoric probabilities, classical limit theorems, Markov chains and processes, potential …

  3. Zambrini Jean-claude Zambrini, Chung Kai Lai Chung - Introduction To Random Time And Quantum Randomness (New Edition), E-bok. Tillgänglighet: Lägg i varukorg

    Introduction To Random Time And Quantum Randomness (New Edition)

    Av Zambrini Jean-claude Zambrini, Chung Kai Lai Chung

    E-bok, 2003

    563 kr

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    This book is made up of two essays on the role of time in probability and quantum physics. In the first one, K L Chung explains why, in his view, probability theory starts where random time appears. This idea is illustrated in various probability schemes and the deep impact of those random times on …

  4. Chung Kai Lai Chung - Green, Brown, And Probability, E-bok. Tillgänglighet: Lägg i varukorg

    Green, Brown, And Probability

    Av Chung Kai Lai Chung

    E-bok, 1995

    229 kr

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    This volume shows modern probabilistic methods in action: Brownian Motion Process as applied to the electrical phenomena investigated by Green et al., beginning with the Newton-Coulomb potential and ending with solutions by first and last exits of Brownian paths from conductors.