MATHEMATICAL TECHNIQUES Author(s) : Dominic Jordan, Peter Smith 4/e

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  1. deepa08

    deepa08 Well-Known Member

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    MATHEMATICAL TECHNIQUES Author(s) : Dominic Jordan, Peter Smith - Solution Manual
    Oxford University Press

    Mathematical Techniques provides a complete course in mathematics, covering all the essential topics with which a physical sciences or engineering student should be familiar.
    By breaking the subject into small, modular chapters, the book introduces and builds on concepts in a progressive, carefully-layered way - always with an emphasis on how to use the power of maths to best effect, rather than on theoretical proofs of the maths presented. With a huge array of end of chapter problems, and new self-check questions, the fourth edition of Mathematical Techniques provides extensive opportunities for students to build their confidence in the best way possible: by using the maths for themselves.


    Each chapter opens with a new introduction, which explains the content and aim of the chapter, and places it in context for the student
    The whole text has been reviewed with an eye on increasing clarity
    New self-check questions appear at the end of most sections to augment the end of chapter problems, giving students an additional opportunity to check their understanding
    A new appendix covers one-dimensional analysis and units

    PART 1. ELEMENTARY METHODS, DIFFERENTIATION, COMPLEX NUMBERS
    1. Standard functions and techniques
    2. Differentiation
    3. Further techniques for differentiation
    4. Applications of differentiation
    5. Taylor series and approximations
    6. Complex numbers
    PART 2. MATRIX AND VECTOR ALGEBRA
    7. Matrix algebra
    8. Determinants
    9. Elementary operations with vectors
    10. The scalar product
    11. Vector product
    12. Linear algebraic equations
    13. Eigenvalues and eigenvectors
    PART 3. INTEGRATION AND DIFFERENTIAL EQUATIONS
    14. Antidifferentiation and area
    15. The definite and indefinite integral
    16. Applications involving the integral as a sum
    17. Systematic techniques for integration
    18. Unforced linear differential equations with constant coefficients
    19. Forced linear differential equations
    20. Harmonic functions and the harmonic oscillator
    21. Steady forced oscillations: phasors, impedance, transfer functions
    22. Graphical, numerical, and other aspects of first-order equations
    23. Nonlinear differential equations and the phase plane
    PART 4. TRANSFORMS AND FOURIER SERIES
    24. The Laplace transform
    25. Laplace and z transforms: applications
    26. Fourier series
    27. Fourier transforms
    PART 5. MULTIVARIABLE CALCULUS
    28. Differentiation of functions of two variables
    29. Functions of two variables: geometry and formulae
    30. Chain rules, restricted maxima, coordinate systems
    31. Functions of any number of variables
    32. Double integration
    33. Line integrals
    34. Vector fields: divergence and curl
    PART 6. DISCRETE MATHEMATICS
    35. Sets
    36. Boolean algebra: logic gates and switching functions
    37. Graph theory and its applications
    38. Difference equations
    PART 7. PROBABILITY AND STATISTICS
    39. Probability
    40. Random variables and probability distributions
    41. Descriptive statistics
    PART 8. PROJECTS
    42. Applications projects using symbolic computing
    Self-tests: selected answers
    Answers to selected problems
    Appendices
    Further reading
    Index

    DOWNLOAD From Attachments
     

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  2. jebreen

    jebreen Active Member

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    THANKS MISS DEEPA
     
  3. ghani1100

    ghani1100 Active Member

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  4. mohamed001

    mohamed001 New Member

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    هذا ال solution manual و ليس الكتاب نفسه
    إذا سمحت نريد الكتاب نفسه الإصدار الرابع
     

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