Advanced Mathematics (Science and Engineering) Problem-Solving Guide - (2007 Edition) - (5th Edition)

Author: Lin Yuanqu
Publisher:
Publish Date: 2006-04-01
Features: Are you preparing for the postgraduate entrance examination? Among the graduating students, some find jobs smoothly, while others hope to further their studies to enrich themselves. What are your plans? If you also plan to take the exam, then a set of excellent teaching materials is essential. It not only helps you avoid detours on your exam journey and master more knowledge points but also saves valuable time to consolidate other courses, giving you a greater chance of success than others! This book is one of the "Exam Experts Guidance" series of special training books for postgraduate entrance examination mathematics, which is compiled according to the relevant requirements of the "National Postgraduate Entrance Examination Mathematics Syllabus" newly formulated by the Ministry of Education, combined with the author's many years of experience in participating in exam question setting, grading, and tutoring. The book is divided into eight chapters according to the "Syllabus": Functions, Limits, and Continuity, Differential Calculus of Univariate Functions, Integral Calculus of Univariate Functions, Vector Algebra and Space Analytic Geometry, Differential Calculus of Multivariate Functions, Integral Calculus of Multivariate Functions, Infinite Series, and Ordinary Differential Equations. Each chapter includes four parts: Syllabus Requirements, Basic Content and Important Conclusions, Analysis of Typical Examples, and Self-Assessment Exercises with Reference Answers. The author of this book is a distinguished teacher from Peking University who has been engaged in teaching mathematics foundation for many years and has participated in national postgraduate entrance examination tutoring work, with rich teaching and tutoring experience. The textbooks, teaching materials, and courses he has written have had a significant impact on students who have taken the exam in recent years. The book has a large number of questions, a complete range of question types, broad coverage, and a reasonable distribution of difficulty and cognitive levels, making it suitable as a teaching material for postgraduate entrance examination tutoring classes or as a self-study book for candidates. It is also a good learning or reference book for undergraduate students and mathematicians.