Schools

Undergraduate Graduate

Curriculum for Graduate at Mathematics and Statistics

Course Name	Degree
Fourier Analysis	PhD
L′evy processes	PhD
SAS	PhD
An introduction to mathematical risk theory	PhD
Insurance Risk Models	PhD
Insurance principle and practice	PhD
Bayesian Statistics	PhD
Ergodicity Theory	PhD
Parallel Computation	PhD
Uncertain Mathematical Programming	PhD
Brownian Motion and Diffusion	PhD
Parameter Estimation	PhD
Measure Theorey	PhD
Difference Equations	PhD
Qualitative theory of diffence methods	PhD
Boundary Value Problems for Ordinary Differential   Equations	PhD
Qualitative Theory of ordinary Differential   Equations	PhD
Stability Theory of Differential Equations	PhD
Ordinary Differential Equations in Abstract Space	PhD
Sample suvey	PhD
Large-scale scientific computing	PhD
Algebra and Coding	PhD
Monotone Dynamical Systems	PhD
Point Processes and Renewal Theory	PhD
Numerical analysis of dynamical systems	PhD
Multivariate Statistical Analysis	PhD
Elliptic partial differential equations of second   order	PhD
Reaction diffusion equations	PhD
Functional Analysis	PhD
Functional analysis Ⅱ	PhD
Nonparametric Statistics	Master
Noncommutative Measure Theory	Master
Noncommutative Martingale Theory	Master
Nonlinear variational inequalities and complementarity   problems	Master
Nonlinear Dynamical Systems and Chaos	Master
Nonlinear Functional analysis	Master
Fractional Differential Equations	Master
Fractal Geometry	Master
Risk management and insurance	Master
Computer Algebra	Master
Complex Function Theory	Master
Complex Hamonic Analysis	Master
Complex analysis	Master
Advanced Engineering mathematics	Master
Advanced Engineering Mathematics	Master
Advanced computer graphics	Master
Adanced Data Analysis	Master
Advanced Mathematical Statistics	Master
Advanced Numerical Analysis	Master
Advanced Game Theory	Master
Advanced Macroeconomics	Master
Advanced MicroeconomicsⅡ	Master
Advanced Algorithms for Graphics and Images	Master
Multi-dimensional Diffusion Processes	Master
High Performance Computing for Highly Oscillatory   Problems	Master
Stochastic control in Engeneer	Master
Optimal Management of Supply chain	Master
National economic statistics	Master
Regression Analysis	Master
Basic Algebra	Master
ELementary Number Theory	Master
Theory on Limit Cycles	Master
Limit Theory	Master
Minimax Theorems	Master
Geometry processing and computing	Master
Algorithmic Algebra	Master
Computational Geometry	Master
Computational Fluid Dynamics	Master
Additive Number Theory	Master
Financial risk management with the models	Master
Heuristic algorithms	Master
Stochastic Control in Finance	Master
Statistical Models for Finance	Master
Finance	Master
Arbitrage theory in continuous time	Master
AA	Master
Econometric Models and Economic Forecasts	Master
Economic Cycle Theory and Application	Master
Statistical Problem in Economy with Data Analysis	Master
Empirical Likelihood	Master
Matrix Analysis	Master
Matrix Theory	Master
Geometric Theory for Discrete Dynamical Systems	Master
Simple Groups of Lie Type	Master
Continuous-time Markov chains	Master
Critical Point Theory and its Applications	Master
Robust control	Master
Markov field and Application	Master
Limiting Theory for Markov Skeleton Processes and   its Alpplications	Master
Impulsive Differential Systems	Master
Introduction to queueing networks	Master
Optimal control theory for partial differential   equations	Master
Numerical Solution of Partial Differential   Equations	Master
Ruin Theory	Master
Global Optimization	Master
Global Optimization and Heuristic Algorithm	Master
Group Representation Theory	Master
Business statistics	Master
Neural Networks	Master
Differential Equations Theory in Ecology	Master
Data acquisition and analysis of biotical signals	Master
Time Series Analyse	Master
Real Hamonic Analysis	Master
Market research and market analysis	Master
The Elements of Data Mining	Master
Mathematics finance	Master
Mathematical Economics	Master
Mathematical Statistics	Master
Mathematical risk theory	Master
Numerical Methods for Solving Inverse Problems of   Mathematical Physics	Master
Numerical Approximation Methods	Master
Numerical Analysis	Master
numerical analysis and application	Master
Numerical Linear Algebra	Master
Numerical Method for Optimization	Master
Numerical Method for Optimization	Master
Operator Algebra	Master
Stochastic Analysis	Master
Stochastic Processes	Master
Stochastic Model and Algorithms	Master
Stochastic Networks	Master
Stochastic differential equations	Master
Numerical methods for stochastic differential   equations	Master
Statistical analysis case	Master
Computational Statistics and Monte Carlo Simulation	Master
Statistical Learning	Master
Statistical quality management	Master
Graph Theory	Master
Topology	Master
Theory of Difference Methods for Differential Equations	Master
Qualitative Theory of Ordinary Differential   Equations	Master
Nonlinear Dynamical Systems and Chaos	Master
Biffurcation Theory Of Differertial Equations	Master
Numerical Methods for Differential Equations	Master
Numerical Solution of Differential Equations	Master
Differential Geometry	Master
Infinite dimensional Dynamical sysmtems	Master
Modern analysis	Master
Modern probability and statistics	Master
Advanced Stochastic Calculus	Master
The Theory of Modern Statistical Learning	Master
Theory and Algorith of Model Optimization	Master
Linear Models	Master
The spectral theory of linear operator	Master
Nonlinear System and Linear System	Master
Topics in Consumption Function	Master
Wavelet Analysis and its Applications	Master
Martingale theory	Master
Spline Analysis	Master
General topology	Master
Applied Approximation Theory	Master
Methods for Applied Mathematics	Master
Applied statistics	Master
Theory of finite groups	Master
Finite Permutation Groups	Master
Optimization Theory for Portfolio	Master
Combinatorics	Master
Methods for Optimization	Master
A-Optimal control theory	Master