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    2000, XIII, 210 p. 5 illus.

    Printed book 

    Softcover

    ▶ 34,95 € | £24.95 | $49.95

    ▶ *37,40 € (D) | 38,45 € (A) | CHF 47.00

    eBook Available from your library or

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    MyCopy

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    ▶ € | $ 24.99

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    Order online at springer.com   ▶ or for the Americas call (toll free) 1-800-SPRINGER   ▶ or email us at:[email protected].  ▶ For outside the Americas call +49 (0) 6221-345-4301   ▶ or email us at:[email protected].

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    G.A. Jones, J.M. Jones

    Information and Coding Theory

    Series: Springer Undergraduate Mathematics Series

    ▶ Written by the authors of "Elementary Number Theory", a hugely

    popular SUMS title

    ▶ Information and Coding Theory are increasingly popular topics in

    undergraduate curricula: this is the first book to cover both topics in-

    depth in one volume

    As this Preface is being written, the twentieth century is coming to an end. Historians

    may perhaps come to refer to it as the century of information, just as its predecessor is

    associated with the process of industrialisation. Successive technological developments

    such as the telephone, radio, television, computers and the Internet have had profound

    effects on the way we live. We can see pic tures of the surface of Mars or the early shapeof the Universe. The contents of a whole shelf-load of library books can be compressed

    onto an almost weight less piece of plastic. Billions of people can watch the same football

    match, or can keep in instant touch with friends around the world without leaving

    home. In short, massive amounts of information can now be stored, transmitted and

    processed, with surprising speed, accuracy and economy. Of course, these developments

    do not happen without some theoretical ba sis, and as is so often the case, much of 

    this is provided by mathematics. Many of the first mathematical advances in this area

    were made in the mid-twentieth century by engineers, often relying on intuition and

    experience rather than a deep theoretical knowledge to lead them to their discoveries.

    Soon the math ematicians, delighted to see new applications for their subject, joined in

    and developed the engineers' practical examples into wide-ranging theories, com pletewith definitions, theorems and proofs.

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