Applied and Advanced Mathematics

Author: Cai Guangxing
Publisher:
Publish Date: 2002-09-01
Features: This book is one of the "College Mathematics Application and Improvement Series," written according to the teaching (syllabus) for advanced mathematics in national engineering colleges and the advanced mathematics syllabus for postgraduate entrance examinations. It is a supplementary textbook synchronized with general advanced mathematics textbooks. The book consists of thirteen chapters, with the exception of Chapter 13, each chapter includes basic teaching requirements, content summaries, typical examples, solutions to difficult problems, applications and improvements, and exercises with self-assessment questions. Chapter 13 focuses on mathematical experiments. At the end of the book, there are reference answers to exercises, as well as the 2001 and 2002 national postgraduate entrance examination mathematics questions. Since the 2003 postgraduate entrance examination will be changed to 150 points, we provide a sample paper for the 2003 postgraduate entrance examination mathematics. This book shares the common features of the series: emphasizing mathematical methods, focusing on cultivating and improving students' application abilities. Through typical examples, it introduces various problem-solving approaches, methods, and calculation techniques. Through content summaries and solutions to difficult problems, it helps readers fully understand the concepts of advanced mathematics. Through applications and improvements, exercises, and mathematical experiment training, it further broadens problem-solving perspectives and enhances comprehensive application abilities. This book serves as a supplementary textbook for advanced mathematics courses for undergraduate and associate degree students in higher education institutions. It can also be used by adult education students and self-study learners of advanced mathematics. For candidates preparing for the postgraduate entrance examination, this book undoubtedly has significant reference value.