Mathematical Physics Equations and Special Functions Derivatives · Guidance · Examination

Author: Zhang Huiqing Wu Xiaoyin Yang Xiaojun
Publisher:
Publish Date: 2005-08-01
Features: This book is written according to the teaching syllabus of "Mathematical Physics Equations and Special Functions" in the field of applied mathematics. The main content includes the formulation of boundary value problems, the method of separation of variables, the traveling wave method and integral transform methods, the Green's function method for the Laplace equation, Bessel functions, Legendre polynomials, and the difference methods for mathematical physics equations, among others. The book consists of seven chapters, each providing key points, basic requirements, and analysis of typical examples. Additionally, it includes detailed solutions to the exercises from the previously published "Engineering Mathematics—Mathematical Physics Equations and Special Functions" by the Mathematical Teaching and Research Group of Nanjing Institute of Technology. This book can be used in conjunction with the aforementioned textbook or independently. It serves as a teaching, learning, and exam preparation guide for this course, as well as a reference for engineering professionals.