• Discrete Mathematics & Laplace Transforms And Fourier Series
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Discrete Mathematics & Laplace Transforms And Fourier Series

By Prof. Dr. Supriya Gandhi, Prof. Dr. Suresh Gudade more
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Product Specifications

Publisher Success Publications All B.Sc. - Bachelor of Science books by Success Publications
ISBN 9789351582038
Author: Prof. Dr. Supriya Gandhi, Prof. Dr. Suresh Gudade
Number of Pages 165
Available
Available in all digital devices
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Discrete Mathematics & Laplace Transforms And Fourier Series - Page 1 Discrete Mathematics & Laplace Transforms And Fourier Series - Page 2 Discrete Mathematics & Laplace Transforms And Fourier Series - Page 3 Discrete Mathematics & Laplace Transforms And Fourier Series - Page 4 Discrete Mathematics & Laplace Transforms And Fourier Series - Page 5

Discrete Mathematics & Laplace Transforms And Fourier Series by Prof. Dr. Supriya Gandhi, Prof. Dr. Suresh Gudade
Book Summary:

It is a matter of great pleasure for us to present this book to our esteemed readers. This book has been designed as standard text on Mathematics for S.Y.B.Sc.

This book comprehensively covers the entire syllabus of S.Y.B.Sc. Course of University of Pune effective from June 2014 onwards. It has been written to meet the requirements of students of S.Y.B.Sc.

Audience of the Book :
This book Useful for B.Sc. Students.
Salient Features:

1. Full coverage of the revised syllabus of S.Y.B.Sc.

2. Chapter outline at the beginning of each chapter to give a bird’s eye view of the topics covered in the chapter.

3. Pointwise explanation of each topic in the chapter.

4. Topics are logically arranged in numbered paragraphs exactly according to the modified syllabus.

5. Proposed questions at the end of each chapter.

6. Extensive use of diagrams, tables and various forms to give visual view of key concepts and techniques.

7. Conversational, lucid and simple language.

Every effort has been made to provide the readers with most up-to-date and
authentic material on the subject.

Table of Content:

1. Logic and Proofs

2. Counting

3. Advanced Counting Technique

4. The Laplace Transform

5. The Inverse Laplace transform

6. Applications of Laplace Transform

7. Fourier Series

 

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