Mathematics Department
Development Orientation of Mathematics and Applied Mathematics Specialty
(Undergraduate Program)

Ⅰ. Program Goals and Standards
(Ⅰ). Program Goals
The purpose of this program is to cultivate specialized talents, to help them master the basic theories and methods of mathematical science and develop the ability of solving practical problems with computer. After receiving the elementary training of scientific research, they can engage in such work as research and teaching in the fields such as science, education and economics or such work as practical application, R&D and management in production operations and managerial departments.
(Ⅱ). Program Standards
This program requires students to master the basic theories and methods of mathematics and applied mathematics, to receive basic training of computer and mathematical software, to have good scientific accomplishment and wide range of knowledge, to master a foreign language perfectly, to have strong creative consciousness, exploiting spirits and strong abilities of practical application and adaptation.

Ⅱ. Degree and Credit Requirement
(Ⅰ) Credit Requirement
To graduate, a student must acquire at least 186 credits according to the development orientation in the Education Plan. For general courses, 53 credits are required, including 41 credits for compulsory courses and 12 credits for elective courses; for basic courses of the discipline, 11 credits are required, including 8 credits for compulsory courses and 3 credits for elective courses; 70 credits are required for specialized compulsory courses and 36 credits for specialized elective courses; for other education sections, 16 credits are required (6 credits for specialized practice; 6 credits for graduate thesis (design); 2 credits for military training; 2 credits for innovation activities (education)).
(Ⅱ). Degree Description
A student who meet the degree requirement will be conferred a Bachelor’s Degree of Science.

Ⅲ. Courses offered
(Ⅰ) General Courses (53 credits)
1. Compulsory Courses (41 credits)
Fundamental Theory of Marxism Philosophy
Fundamental Theory of Marxist Political Economics
Introduction to the Thoughts of Mao Zedong
An Introduction to Deng Xiaoping's Theory and Major Thoughts of Three Representatives
Principles of Law
Moral Cultivation
Physical EducationⅠ
Physical Education Ⅱ
Physical Education Ⅲ
Physical Education Ⅳ
College English Ⅰ
College English Ⅱ
College English Ⅲ
College English Ⅳ
Computer 1 (Computer Introduction and C Language)
Note: Students can elect PE, College English and Computer courses according to the practical situation after enrollment. For details please see the explanation.
2. Elective courses (12 credits)
Choose among the public elective courses as well as the courses of the university

（Ⅱ）Basic Courses of the Discipline (11 credits)
Students should acquire 8 credits for compulsory courses and 3 credits for elective courses.
1. Compulsory Courses
College Physics A (I)
College Physics A (II)
2. Elective Courses
Modern Biotechnology
Mathematical Experimentation and Modeling
College Chinese
General Natural Science
Circuit Analysis

 (III) Specialized Courses (106 credits)
Students should acquire 106 credits for specialized education courses, including 70 credits for compulsory courses and 36 credits for elective courses.
1. Specialized Compulsory Courses (70 credits)
Mathematical Analysis（I）
Mathematical Analysis（II）
Mathematical Analysis（III）
Higher Algebra (I)
Higher Algebra (II)
Analytic Geometry of Three Dimensions
Abstract Algebra
Ordinary Differential Equations
Probability Theory
Functions of a Complex Variable
Statistics
Real Analysis
Computing Method I
Differential Geometry
Multivariate Statistical Analysis
Functional Analysis
General Topology
2. Specialized Elective Courses (students should acquire 36 credits from the following courses)
Students should choose 3 courses from the specialized requested elective courses for mathematics and applied mathematics (non-pedagogic) specialty and acquire 9 credits:
Partial Differential Equations
Discrete Mathematics
Some Topics on Modern Differential Geometry
Operations Research
Stochastic Process
An Introduction to Algebra
Qualitative Theories of Ordinary Differential Equations

Students should choose 9 courses from the specialized non-conditional elective courses for mathematics and applied mathematics (non-pedagogic) specialty and acquire 27 credits:
Theoretical Mechanics
An Introduction to Finite Groups
Elementary Number Theory
Harmonic Analysis
Lee Algebra
Galois Theory
An Introduction to Commutative Algebra
Ring Theory
Graph Theory
Combinatorial Mathematics
Mathematical History
Differential Manifold
Dynamical Systems
Algebraic General Topology
Projective Geometry
Chaos and Fractal
Lectures on Complex Variable
Introduction to Several Complex Variables
Foundation of Modern Mathematical Analysis (I)
Foundation of Modern Mathematical Analysis (I)
Foundations of Geometry
Lectures on Modern Mathematics
Nonparametric Statistics
Optimization Methods
Applied Regression Analysis
Game Theory in Economics
Econometrics
Data Structure and Arithmetic
Computer Graphics
Computer Organization
Software Project Methods
Computing Method II (Numerical Approximation)
The Principle of Database and Technique
Computer Network Basic
Operating Systems (Assembly Language)
The Numerical Method of Large Scale Sparse Matrix
Information and Coding
Digital Signal Treatment
Computational Geometry
Modern Cryptography
JAVA Language (Network Programme)
Artificial Intelligence Principle (Computational Intelligence)
Data (Network) Security