Author: Benjamin Oyediran Oyelami

Ordinary Differential Equations and Applications I: with Maple Examples

eBook: US $39 Special Offer (PDF + Printed Copy): US $92
Printed Copy: US $72
Library License: US $156
ISBN: 978-981-5238-43-3 (Print)
ISBN: 978-981-5238-42-6 (Online)
Year of Publication: 2024
DOI: 10.2174/97898152384261240101

Introduction

Ordinary Differential Equations and Applications I: with Maple Examples blends the theory and practical applications of Ordinary Differential Equations (ODEs) with real-world examples, using Maple and MapleSim software. It covers fundamental ODE concepts, from first-order equations to more advanced topics like the Laplace and Mellin transforms, Fourier series, and power series solutions. The book includes detailed Maple examples demonstrating symbolic solutions, 2D and 3D plotting, and animated solution paths.

Designed for undergraduate and postgraduate students in mathematics, physics, engineering, and other fields, it is also a valuable resource for professionals. The book addresses various applications in biology, economics, chemistry, and medicine.

Key Features:

  • - In-depth coverage of ODEs with real-world applications.
  • - Maple examples for symbolic solutions, plotting, and animations.
  • - Exploration of Laplace, Mellin, and Fourier series methods.

Readership

Undergraduate and graduate students, researchers, and professionals in various scientific disciplines.

Foreword

- Pp. i
Christopher Thron*
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Endorsement

- Pp. ii-iii (2)
Ukwu Chukwunenye*
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Comments from Renowned Scientists

- Pp. iv
M O. Ibrahim*, Emeritus A.A. Asere*
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Preface

- Pp. v-vi (2)
Benjamin Oyediran Oyelami*
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Acknowledgements

- Pp. vii
Benjamin Oyediran Oyelami*
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Dedication

- Pp. viii
Benjamin Oyediran Oyelami*
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Introduction to Ordinary Differential Equations

- Pp. 1-83 (83)
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Solutions of First Order Differential Equations and Applications

- Pp. 84-165 (82)
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Second Order Differential Equations and Applications to some Models

- Pp. 166-207 (42)
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4.0 Fourier Series and Applications

- Pp. 208-233 (26)
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Operational Calculus Approach for Solving Ordinary Differential Equations

- Pp. 234-274 (41)
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Vector Spaces and D’ Operator Method

- Pp. 275-301 (27)
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Solutions of Differential Equations by Power Series

- Pp. 302-325 (24)
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Appendix A

- Pp. 326-362 (37)
Benjamin Oyediran Oyelami*
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Appendix B

- Pp. 363-372 (10)
Benjamin Oyediran Oyelami*
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Subject Index

- Pp. 373-378 (6)
Benjamin Oyediran Oyelami*
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