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Have Doubts Regarding This Product ? Ask Your Question

  • Q1
    Is this book strictly based on the Panjab University MSc Mathematics syllabus?
    A1

    Yes, it is fully aligned with the Panjab University syllabus for Integral Transforms and Their Applications.

  • Q2
    Does the book include solved examples for competitive exams like GATE and NET?
    A2

    Yes, it contains numerous solved problems useful for competitive exams.

  • Q3
    Are there exercises at the end of each chapter for practice?
    A3

    Yes, every chapter includes practice problems to reinforce learning.

  • Q4
    Does it include finite and discrete Fourier transforms?
    A4

    Yes, Chapter 7 covers Finite Fourier Transforms and their applications.

  • Q5
    Are inverse transforms explained in detail?
    A5

    Yes, Chapter 2 (Inverse Laplace Transforms) and other sections discuss inverse transforms comprehensively.

  • Q6
    Is the book useful for research purposes?
    A6

    Yes, it serves as a reference guide for research in applied mathematics.

  • Q7
    Is the book suitable for self-study?
    A7

    Yes, the clear explanations and solved examples make it ideal for self-learning.

  • Q8
    Are multiple Fourier transforms included?
    A8

    Yes, Chapter 6 (Fourier Transforms) discusses multiple Fourier transforms.

  • Q9
    Does it cover fractional integrals and derivatives?
    A9

    Yes, Chapter 1 includes Laplace transforms of fractional integrals and derivatives.

  • Q10
    Are Hankel transforms applied to partial differential equations?
    A10

    Yes, Chapter 5 discusses applications of Hankel transforms in PDEs.

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Have Doubts Regarding This Product ? Ask Your Question

  • Q1
    Is this book strictly based on the Panjab University MSc Mathematics syllabus?
    A1

    Yes, it is fully aligned with the Panjab University syllabus for Integral Transforms and Their Applications.

  • Q2
    Does the book include solved examples for competitive exams like GATE and NET?
    A2

    Yes, it contains numerous solved problems useful for competitive exams.

  • Q3
    Are there exercises at the end of each chapter for practice?
    A3

    Yes, every chapter includes practice problems to reinforce learning.

  • Q4
    Does it include finite and discrete Fourier transforms?
    A4

    Yes, Chapter 7 covers Finite Fourier Transforms and their applications.

  • Q5
    Are inverse transforms explained in detail?
    A5

    Yes, Chapter 2 (Inverse Laplace Transforms) and other sections discuss inverse transforms comprehensively.

  • Q6
    Is the book useful for research purposes?
    A6

    Yes, it serves as a reference guide for research in applied mathematics.

  • Q7
    Is the book suitable for self-study?
    A7

    Yes, the clear explanations and solved examples make it ideal for self-learning.

  • Q8
    Are multiple Fourier transforms included?
    A8

    Yes, Chapter 6 (Fourier Transforms) discusses multiple Fourier transforms.

  • Q9
    Does it cover fractional integrals and derivatives?
    A9

    Yes, Chapter 1 includes Laplace transforms of fractional integrals and derivatives.

  • Q10
    Are Hankel transforms applied to partial differential equations?
    A10

    Yes, Chapter 5 discusses applications of Hankel transforms in PDEs.

No Syllabus Added

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0 Overall Rating
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  • 4
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