Topics In Partial Differential Equations

By Parmanand Gupta more
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Product Specifications

Publisher Laxmi Publications All Mathematics books by Laxmi Publications
ISBN 9789352741021
Author: Parmanand Gupta
Number of Pages 132
Edition First Edition
Available
Available in all digital devices
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Topics In Partial Differential Equations - Page 1 Topics In Partial Differential Equations - Page 2 Topics In Partial Differential Equations - Page 3 Topics In Partial Differential Equations - Page 4 Topics In Partial Differential Equations - Page 5

Topics In Partial Differential Equations by Parmanand Gupta
Book Summary:

The present book on ‘‘Partial Differential Equations’’ has been written as a textbook according to the latest guidelines and syllabus in Mathematics issued by the U.G.C. for various universities. The text of the book has been prepared with the following salient features:

(i) The language of the book is simple and easy to understand.

(ii) Each topic has been presented in a systematic, simple, lucid and exhaustive manner.

(iii) A large number of important solved examples properly selected from the previous university question papers have been provided to enable the students to have a clear grasp of the subject and to equip them for attempting problems in the university examination without any difficulty.

(iv) Apart from providing a large number of examples, different type of questions in ample quantity have been provided for a thorough practice to the students.

(v) A large number of ‘notes’ and ‘remarks’ have been added for better understanding of the subject.

Audience of the Book :
This book Useful for Mathematics Students.
Table of Contents:

1. Partial Differential Equations

2. Partial Differential Equations of the First Order (Equations Linear in p and q)

3. Partial Differential Equations of the First Order (Equations Non-linear in
p and q)

4. Homogeneous Linear Partial Differential Equations with Constant Coefficients

5. Non-homogeneous Linear Partial Differential Equations with Constant
Coefficients

6. Partial Differential Equations Reducible to Equations with
Constant Coefficients

7. Monge’s Methods

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