Applied mathematics and statistics are disciplines devoted to the use of mathematical methods and reasoning to solve real-world problems of a scientific or decision-making nature in a wide variety of subjects, principally (but not exclusively) in engineering, medicine, the physical and biological sciences, and the social sciences. Applied mathematical modeling often involves the use of systems of (partial) differential equations to describe and predict the behavior of complex real-world systems that unfold dynamically in time. Statistics, construed broadly, is the study of uncertainty: how to measure it (using ideas and methods in probability theory), and what to do about it (using concepts from statistical inference and decision theory)

1、Calculus

2、Vector Calculus

3、Math Methods for Engineers I

4、Math Methods for Engineers II

5、Linear Algebra

6、Differential Equations

7、Math Methods in Physics

8、Dynamical Systems

9、Introduction to Probability Theory

10、Probability & Statistics for Engineers

11、Computational Methods & Applications

12、Computational Physics

13、Intro to Scientific Computing

14、Applied Math Methods

1、微積分學

2、矢量微積分

3、工程師數(shù)學方法1

4、工程師數(shù)學方法2

5、線性代數(shù)

6、微分方程

7、物理中的數(shù)學方法

8、動力系統(tǒng)

9、概率論介紹

10、工程師的概率與統(tǒng)計

11、計算方法及應用

12、計算物理

13、科學計算介紹

14、應用數(shù)學方法