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Complex Polynomials by T. Sheil-Small
520.00 EGP

Complex Polynomials by T. Sheil-Small

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520.00 EGP 

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Category Type
Mathematics
ISBN
9780521102766
Author
T. Sheil-Small
Publisher
Cambridge
Description:

  • This book studies the geometric theory of polynomials and rational functions in the plane. Any theory in the plane should make full use of the complex numbers and thus the early chapters build the foundations of complex variable theory, melding together ideas from algebra, topology and analysis. In fact, throughout the book, the author introduces a variety of ideas and constructs theories ...
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    9780521102766 

    PRODUCT INFORMATION

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      Specifications

      Category Type
      Mathematics
      ISBN
      9780521102766
      EAN-13
      9780521102766
      Item EAN
      2724586409900
      People
      Author
      T. Sheil-Small
      Category Type
      Mathematics
      ISBN
      9780521102766
      EAN-13
      9780521102766
      Item EAN
      2724586409900
      People
      Author
      T. Sheil-Small
      People
      Publisher
      Cambridge
      Technical Information
      Binding
      Paperback
      Languages and countries
      Book Language
      English
      Read more
    •  

      Description:

    • This book studies the geometric theory of polynomials and rational functions in the plane. Any theory in the plane should make full use of the complex numbers and thus the early chapters build the foundations of complex variable theory, melding together ideas from algebra, topology and analysis. In
    • This book studies the geometric theory of polynomials and rational functions in the plane. Any theory in the plane should make full use of the complex numbers and thus the early chapters build the foundations of complex variable theory, melding together ideas from algebra, topology and analysis. In fact, throughout the book, the author introduces a variety of ideas and constructs theories around them, incorporating much of the classical theory of polynomials as he proceeds. These ideas are used to study a number of unsolved problems, bearing in mind that such problems indicate the current limitations of our knowledge and present challenges for the future. However, theories also lead to solutions of some problems and several such solutions are given including a comprehensive account of the geometric convolution theory. This is an ideal reference for graduate students and researchers working in this area.
     

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