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Master of Science in Mathematics(数学硕士项目)

Program Information

Name of University/学校名称: University of Electronic Science and Technology of China (电子科技大学)
Program Name/项目名称: Master of Science in Mathematics (数学硕士项目) Qualification Awarded/学位授予: Master’s Degree
Discipline/学科: Mathematics (数学) Faculty/院系: School of Mathematical Sciences (数学科学学院)
Specialty/专业: Mathematics (数学) Major Code/专业代码:
Duration of Study/学习持续时间: 2 Years Language of Instruction/授课语言: English
Application Start Date/项目申请开始日期: Jan 1, 2022 Application Deadline/项目申请截止日期: Mar 31, 2022
报到开始日期: 报到截止日期:
Date of Enrollment/开学时间: Sep 1, 2022 Graduation Time/毕业时间:
Coming date/来华日期: Leaving date/离华日期:
Academic Requirement/学历要求: Undergraduate Education/大学本科教育 Chinese Requirement/汉语要求: NA
Need entry fee/是否需要缴报名费: program object/项目面向对象:
Scholarship/奖学金: Yes Tuition Fees Per Year/每学年学习费用(RMB): 25000 (RMB)
Type of Scholarship/奖学金种类: Chinese Government Scholarship       Provincial and municipal governments Scholarships       College scholarships      

Program Description

Mathematical Discipline of UESTC is identified as Key Primary Discipline in Sichuan Province, it has rights to grant Primary Discipline Doctoral and Postgraduate Programs and Post-doctoral Scientific Research Station, covering 5 secondary disciplines: Basic Mathematics, Computational Mathematics, Probability Theory and Mathematical Statistics, Applied Mathematics, Operations Research and Cybernetics. With the support of “10th Five-year”, “11th Five-year”, “211-Project” and “985-Project”, the discipline has became more competitive in basic research, applied basic research and interdisciplinary research, with strong comprehensive advantages of discipline, and its research level and ability have been improved significantly. And now, the Mathematical Discipline has formed its own research directions, which are internationally influential and domestic leading, covering Numerical Linear Algebra and Scientific Computing, Modeling for Image and Visual Processing and High-Performance Numerical Algorithm, Dynamical Systems and Control, Numerical Solution of Differential/Integral Equations with Applications, Partial Differential Equations and Harmonic Analysis with Applications, Probability Theory with Applications, Porosity Modeling and Numerical Simulation, etc.. Its theories and methods have played an important role in Physics, Chemistry, Biomedicine, Electronic Information Science, Life Science, Management Science, Automatic Control, Computer Science, Material Science, Environment Science and other fields.