Link:/s/1ddus7c1c3yxpwca 0xsih2a

Extraction Code: qf7j Topic: Calculus Course (Volume 1)

Author: гм. Fechkingoltz

Douban score: 9.4

Press: Higher Education Press

Year of publication: 2006- 1- 1

Page count: 526

Content introduction:

This book is an excellent work in mathematical science and education. Since the first edition was published more than 50 years ago, the book has been reprinted many times, and it has still been selected as one of the basic teaching materials of mathematical analysis courses by Russian comprehensive universities and technical teachers colleges, and has been translated into many languages. It is very popular all over the world.

The main content of this book is the classic part of modern mathematical analysis that was finally formed at the beginning of the 20th century. The first volume of this book includes univariate and multivariate differential calculus of real variables and its basic applications; The second book studies Riemann integral theory and series theory; The third book studies multiple integrals, curve integrals, surface integrals, Stilgus integrals, Fourier series and Fourier transforms.

The characteristics of this book are as follows: 1. It contains a large number of examples and application examples; Second, the narrative of the material is popular, detailed and accurate; Thirdly, set theory (including markedness) is rarely used, and all narrative rigor is maintained, so that readers can easily grasp the content of this course.

This book can be used as a teaching reference book for mathematical analysis and advanced mathematics courses in colleges and universities at all levels, and it is an excellent desk book for mathematical analysis teachers.