Advanced Mathematics (Engineering and Technology) - Course Code 0023 (Appendix: Syllabus for Self-Study in Advanced Mathematics (Engineering and Technology)) (2006 Edition)

Author: Chen Zhaodou
Publisher:
Publish Date: 2006-08-01
Features: This book is compiled based on the newly revised "Self-Study Syllabus for Higher Mathematics (Engineering and Technology)" by the National Higher Education Self-Study Examination Guidance Committee in 2006. It serves as the self-study textbook for the "Higher Mathematics" course for undergraduate engineering majors. The author has extensive experience in self-study assistance and participated in the revision of the syllabus for this course, demonstrating a deep understanding of the requirements of self-study exams and the needs of self-study candidates. The book is divided into six chapters, covering topics such as vector algebra and spatial analytical geometry, differential calculus of multiple variables, multiple integrals, line integrals and surface integrals, ordinary differential equations, and infinite series. Each section includes a sufficient number of exercises, and each chapter concludes with a review section. All exercises come with reference answers at the end of the book. Additionally, each chapter ends with a summary of its content, and the book includes the self-study exam syllabus and sample papers for this course at the end for reference. The book is designed with the characteristics of self-study exams in mind, featuring clear and detailed explanations that progress from simple to complex. It provides abundant and typical examples with detailed solutions, offering strong inspirational value. The book also includes intuitive explanations and is richly illustrated, making it highly suitable for self-study. In addition to serving as a self-study textbook for "Higher Mathematics" for undergraduate engineering majors, this book can also be used as a teaching material or reference book for "Higher Mathematics" courses in flexible higher education institutions for undergraduate students.

📌 Related Posts