Advanced Engineering Mathematics 6th  Edition
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Advanced Engineering Mathematics 6th Edition (English, Paperback, Wylie)

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Advanced Engineering Mathematics 6th Edition  (English, Paperback, Wylie)

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Highlights
  • Language: English
  • Binding: Paperback
  • Publisher: McGraw Hill India
  • ISBN: 9780070582378, 0070582378
  • Edition: 6th Edition, 2003
  • Pages: 1388
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  • Description

    This book, Advanced Engineering Mathematics constitutes a reasonable self-contained treatment of ordinary and partial differential equations and their applications. Illustrative examples are consistently set in type of a different size than that used for the main body of the text. The book also covers topics on linear algebra, vector analysis, and the calculus of variations. This edition includes elementary theory and applications of functions of a complex variable. Keeping the presentation detailed and clear the authors have maintained acceptable standards of precision and accuracy. Many new exercises have been added in this edition, and hints are given in many of the exercises; answers to the odd-numbered ones are also included.

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    Specifications
    Book Details
    Publication Year
    • 2003
    Table of Contents
    • Preface

      1. Ordinary Differential Equations of
      the First Order


      2. Linear Differential Equations


      3. Complex Numbers and Linear
      Algebra


      4. Simultaneous Linear
      Differential Equations


      5. Numerical Methods


      6. The Descriptive Theory of
      Ordinary Differential Equations


      7. Mechanical Systems and Electric
      Circuits


      8. Fourier Series


      9. Fourier Integrals and Fourier
      Transforms


      10. The Laplace Transformation


      11. Partial Differential Equations


      12. Bessel Functions and Legendre
      Polynomials


      13. Vector Spaces and Linear
      Transformations


      14. Applications and further
      Properties of Matrices


      15. Vector Analysis


      16. The Calculus of Variations


      17. Analytic functions of a
      Complex Variable


      18. Infinite Series in the Complex
      Plane


      19. The Theory of Residues


      20. Conformal Mapping

       

    Contributors
    Authored By
    • Wylie
    Author Info
    • Wylie, C. Ray has worked as Professor Emeritus of Furman University in Greenville, South California. He received a B.A. degree and a B.S. degree from the College of the City of Detroit. He earned an M.S. degree in 1932 and a Ph.D. degree in 1934 both in mathematics from Cornell University. He has published technical papers in applied mathematics and geometry.

      Barrett Louis C. is currently working as Professor Emeritus of the Department of Mathematics at Montana State University. He received a B.A. in mathematics, an M.S. in mathematics and physics in 1951 and a PH.D. in mathematics and physics from the University of Utah in 1956. He has written numerous technical reports in army and navy contract research.

    University Books Details
    Degree/Diploma
    • UG
    Specialization
    • Chemical Engineering, Aeronautical Engineering, Biotechnology, Civil Engineering, Electronics and Communication Engineering, Information Technology Engineering, Computer Science Engineering, Electrical Engineering, Mechanical Engineering
    Term
    • 2nd Semester, 3rd Semester, 4th Semester, 1st Semester, 2nd Year
    Ratings & Reviews
    3.8
    11 Ratings &
    2 Reviews
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    5

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    Packing is perfect..The book is up to the mark.. contents are fruitful and nicely elaborated.surely a good one to go with
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