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Partial Differential Equations [Green's Function,Laplace & Fourier Transforms] (English version)

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Partial Differential Equations [Green's Function,Laplace & Fourier Transforms] (English version)

Partial Differential Equations [Green's Function,Laplace & Fourier Transforms] (English version)

Book Details

  • Author: Dr. Uttam Ghosh, Dr. Nantu Sarkar, Mr. Biswajit Paul

  • Publisher: Techno World

  • Language: English

  • Pages: 665

  • ISBN: 9789348492210

About the Book
Partial Differential Equations [Green’s Function, Laplace & Fourier Transforms] (English Version) is a comprehensive textbook intended for undergraduate and postgraduate students of mathematics, physics, and engineering. Authored by Dr. Uttam Ghosh, Dr. Nantu Sarkar, and Mr. Biswajit Paul, the book presents advanced mathematical concepts in a systematic and student-friendly manner.

The text offers in-depth coverage of partial differential equations, along with powerful analytical tools such as Green’s functions, Laplace transforms, and Fourier transforms. Emphasis is placed on conceptual understanding, step-by-step methods, and problem-solving techniques relevant to university examinations. With its structured approach and extensive content, the book serves as a valuable resource for regular study, exam preparation, and deeper insight into applied mathematics.

$9.07
Partial Differential Equations [Green's Function,Laplace & Fourier Transforms] (English version)
$9.07

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Book Details

  • Author: Dr. Uttam Ghosh, Dr. Nantu Sarkar, Mr. Biswajit Paul

  • Publisher: Techno World

  • Language: English

  • Pages: 665

  • ISBN: 9789348492210

About the Book
Partial Differential Equations [Green’s Function, Laplace & Fourier Transforms] (English Version) is a comprehensive textbook intended for undergraduate and postgraduate students of mathematics, physics, and engineering. Authored by Dr. Uttam Ghosh, Dr. Nantu Sarkar, and Mr. Biswajit Paul, the book presents advanced mathematical concepts in a systematic and student-friendly manner.

The text offers in-depth coverage of partial differential equations, along with powerful analytical tools such as Green’s functions, Laplace transforms, and Fourier transforms. Emphasis is placed on conceptual understanding, step-by-step methods, and problem-solving techniques relevant to university examinations. With its structured approach and extensive content, the book serves as a valuable resource for regular study, exam preparation, and deeper insight into applied mathematics.

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