About

Zhejiang University of Science and Technology (ZUST) is a multi-disciplinary full-time regular university under the direct guidance of the Zhejiang Provincial Government, which focuses on engineering with additional disciplines in arts, management, science, and economics. Founded in 1980, it was initially known as Hangzhou Industrial School Attached to Zhejiang University. Comb..

program summary

Duration: 2 years

Language: English


The students of this program should grasp the basic theories and knowledge of mathematics solidly and systematically and be familiar with the development status, trends, and frontiers of the research direction of mathematics. The graduates would be able to engage in independent research in the field of this subject or a related subject, use mathematical knowledge and computer technology to analyze and solve some problems in natural science and engineering technology, and have good scientific research quality and strong innovation ability. The graduates would master a foreign language. They are required to be able to read the foreign language information of the major and have a certain ability to write foreign language academic papers.

This program has the following orientations, namely Harmonic Analysis and Partial Differential Equations, Complex analysis and operators theory, Big Data Processing and Statistical Analysis, Dynamical System and Numerical Computation, Graph Theory and Optimization, etc.


Harmonic analysis and partial differential equations are the studies of objects defined on topological groups. Complex analysis and operators theory works in a variety of fields, including functions of a complex variable, several complex variables, analytic function spaces, functional analysis, and operator theory. Big Data Processing and Statistical Analysis are focused on the processing of big data, including machine learning, large-scale numerical optimization, big data statistics theory, and so on. Dynamical System and Numerical Computation is often regarded as an important tool to discover the rule of the real world, which is to establish a mathematical model for some practical problems originating from Engineering, Mathematics of Finance, Mathematics or Biology, etc., and further analyze the properties of corresponding models by using the theory and method of the ordinary differential equation (for short, ODE) and dynamical system. Graph Theory and Optimization is a branch of discrete mathematics.

 

Enrollment Advantage

This program takes the form of a guidance group system to guide teachers' personal responsibility and collective training, which not only attaches importance to the guidance of tutors but also makes full use of the strength of the academic community. The principle of combination of theory and practice should be carried out in postgraduate training in order to improve the comprehensive quality of graduate students, which is concerned on the training of self-study ability, hands-on ability, expressive ability, and writing ability of graduate students.

The project is based on key construction disciplines of Zhejiang province and Zhejiang province first-class discipline with a research institute and laboratory facilities. The scientific research ability and scientific research of the teacher’s team are on a high level. Now we have a team with over 20 members, including seven professors, and more than 10 Ph.D. with overseas study experience.


Main Courses

Numerical computation Technique

Real analysis

Fourier Analysis

Nonlinear partial differential equations

Theory of Hp spaces

Operator theory in function spaces

Neural Networks and Deep learning

Optimization Theory and Methods

Matrix Analysis

Graph Theory

Combinatorial Algebra

Algebra and Optimization

Modern Numerical Analysis

Techniques of Big-data Processing

Machine Vision and Image Processing


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Details

Program level:
2 -years Postgraduate Certificate / 2-years Master's Degree
Discipline:
Science and Math
Application fee:
¥400.00 RMB
Tuition:
¥25000.00 RMB/year
Cost of Living:
¥25000.00 RMB/year
Application start time: Application deadline: Status: