تفضلوا هذا الكتاب :
Advanced Calculus *5th Edition
Product Details
* Hardcover: 736 pages Djvu ~16 Mb
* Publisher: Addison Wesley; 5 edition (July 25, 2002)
* Language: English
* ISBN-10: 0201799375
* ISBN-13: 978-0201799378
This book is simply the best that I have found for math texts. Kaplan does not expect much from the reader; he explains basically everything besides Calculus I material. Kaplan's writing is lively and is (relatively) easy to read. He gets to the point and keeps everything easy to follow. I am still in awe about how much material (look below) he was able to fit into this relatively small book and still keep it so clear. The examples are clear and concise. The problems in the book compliment the understanding of the material; they start out easy and guide the reader to do more difficult problems. This book is MORE THAN SUFFICIENT FOR SELF-STUDY.
Table of Contents
1. Vectors and Matrices.
2. Differential Calculus of Functions of Several Variables.
3. Vector Differential Calculus.
4. Integral Calculus of Functions of Several Variables.
5. Vector Integral Calculus.
6. Infinite Series.
7. Fourier Series and Orthogonal Functions.
8. Functions of a Complex Variable.
9. Ordinary Differential Equations.
10. Partial Differential Equations.
* Hardcover: 736 pages Djvu ~16 Mb
* Publisher: Addison Wesley; 5 edition (July 25, 2002)
* Language: English
* ISBN-10: 0201799375
* ISBN-13: 978-0201799378
This book is simply the best that I have found for math texts. Kaplan does not expect much from the reader; he explains basically everything besides Calculus I material. Kaplan's writing is lively and is (relatively) easy to read. He gets to the point and keeps everything easy to follow. I am still in awe about how much material (look below) he was able to fit into this relatively small book and still keep it so clear. The examples are clear and concise. The problems in the book compliment the understanding of the material; they start out easy and guide the reader to do more difficult problems. This book is MORE THAN SUFFICIENT FOR SELF-STUDY.
Table of Contents
1. Vectors and Matrices.
2. Differential Calculus of Functions of Several Variables.
3. Vector Differential Calculus.
4. Integral Calculus of Functions of Several Variables.
5. Vector Integral Calculus.
6. Infinite Series.
7. Fourier Series and Orthogonal Functions.
8. Functions of a Complex Variable.
9. Ordinary Differential Equations.
10. Partial Differential Equations.
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