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/ 赫瑞瓦特大学数学硕士专业
项目背景
`更新时间:2024-01-15
专业介绍
Our MSc in Mathematics is designed to provide students with an in-depth understanding of a range of topics in mathematics. In addition, students who meet the appropriate criteria and proceed to the project will gain experience in presenting results in mathematics in a clear and concise manner. The MSc has at its core fundamental courses in pure mathematics and students will be able to take options from both pure and applied mathematics. Projects will concentrate on core mathematics.
Core courses include functional analysis and partial differential equations, while the various optional courses we offer include optimisation, solitons and differential geometry. The range of options for summer projects is broader and includes topics in spectral theory, applied analysis, integrable systems and mathematical physics.
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语言要求
类型
雅思
托福
PTE
Listen
6
21
58
Speak
6
21
58
Read
6
21
58
Write
6
25
58
总分
6.5
90
60
学术要求
含strong数学科目的专业
课程设置
Core courses：核心课程
Modelling and Tools：建模和工具
Functional Analysis：功能分析
Partial Differential Equations：偏微分方程
Optional Courses：可选课程
Mathematical Ecology：数学生态学
Optimization：优化
Numerical Analysis of ODEs：Ode的数值分析
Applied Mathematics E (Thermodynamics or Fluids)：应用数学E (热力学或流体)
Pure Mathematics E (Topology or Number Theory)：纯数学E (拓扑学或数论)
Stochastic Simulation：随机模拟
Mathematical Biology and Medicine：数学生物学和医学
Numerical Analysis (PDEs)：数值分析 (PDEs)
Geometry：几何
Pure Mathematics F (Solitons or Hilbert Space Operators)：纯数学F (孤子或希尔伯特空间算子)
Data Assimilation with Application to Climate Change：数据同化及其在气候变化中的应用
Typical project subjects：典型项目主体
Domain Decomposition：域分解
Mathematical Modelling of Crime：犯罪的数学模型
The Geometry of Point Particles：点粒子的几何形状
Can we Trust Eigenvalues on a Computer?：我们能相信计算机上的特征值吗？
Braess Paradox：布拉斯悖论
The Ising Model: Exact and Numerical Results;：Ising模型: 精确和数值结果；
Banach Alegbras：Banach Alegbras
申请案例
学生姓名:王**
毕业学校:Henan University Minsheng College
本科专业:Environmental Science
基本背景: /GPA3.09/4/雅思0
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