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约克大学 · 数学科学理学硕士 硕士

University of York|MSc Mathematical Sciences。项目库类目:数学 · 理科。 下面的学制、学费、入学时间、语言要求与课程设置均来自该校该项目本身,不与其他学校同一名称的项目共用。
QS 2027 · 第 158 位
学位 硕士 · 学制 1年 · 学费 30950英镑/年 · 入学 9月 · 15 门课程
约克大学「数学科学理学硕士」为硕士项目,学制 1年,学费 30950英镑/年,9月 入学。官网给出的语言成绩要求、学历与先修要求见下方对应板块(原文为准)。本站另收录 133 条该校该方向的真实录取案例,可用来判断背景匹配度。下面按「项目参数 → 申请要求 → 官网原文 → 录取案例」排列,先看能横向对比的中文参数,再看官网原文细节。

📋 项目参数

数学科学理学硕士

MSc Mathematical Sciences
硕士理科
学制1年
学费30950英镑/年
入学时间9月
语言要求雅思 6(W 5.5 / S 5.5 / L 5.5 / R 5.5) · 托福 79(W 17 / S 20 / L 17 / R 18) · 托福(新版) 4(W 4 / S 4 / L 4 / R 4) · PTE 55(W 51 / S 51 / L 51 / R 51)
就业方向科研院所、互联网公司、科技公司、保险精算
岗位分布量化分析师、数据科学家、保险精算师、风险分析师、数学建模师
📚 课程设置(15 门)
课程15 门
  • 代数几何Algebraic Geometry
  • 度量数理论Metric Number Theory
  • 半群理论Semigroup Theory
  • 偏微分方程IPartial Differential Equations I
  • 希尔伯特空间Hilbert Spaces
  • 李代数和李群Lie Algebras and Lie Groups
  • 代数群Algebraic Groups
  • 分析数论Analytic Number Theory
  • 量子信息Quantum Information
  • 功能分析Functional Analysis
  • 对称群表示论Representation Theory of the Symmetric Group
  • 黎曼几何Riemannian Geometry
  • 复杂和渐近方法Complex and Asymptotic Methods
  • 广义相对论General Relativity
  • 量子场论Quantum Field Theory

🎯 入学要求

官网给出的录取条件原文,含学校统一要求与该项目的附加要求;语言成绩的具体分数线请到项目官网核对。

If English isn't your first language you may need to provide evidence of your English language ability. We accept the following qualifications:

For more information see our postgraduate English language requirements .

You may be eligible for one of our pre-sessional English language courses . These courses will provide you with the level of English needed to meet the conditions of your offer.

The length of course you need to take depends on your current English language test scores and how much you need to improve to reach our English language requirements.

After you've accepted your offer to study at York, we'll confirm which pre-sessional course you should apply to via You@York .

You can apply and send all your documentation online. You don’t need to complete your application all at once: you can start it, save it and finish it later.

  • How to apply

In your personal statement, please tell us which of the three routes (Pure Mathematics, Mathematical Physics or Mathematical Biology) you'd like to follow. You should also state how the subjects you have studied previously relate to the modules you want to study on this course.

Apply for this course

📖 项目简介

You choose a pathway through this degree which concentrates either on pure mathematics or on applied mathematics. In each, you'll take modules which prepare you for research, aligned with our research groups . You'll also have the opportunity to take modules outside your route to broaden the scope of your study.

The pathway in Pure Mathematics centres on algebra and number theory with additional material in geometry and analysis .

The pathway in Applied Mathematics centres on mathematical physics and mathematical biology , which both have overlap with industrial and applied mathematics.

You'll undertake both a preparatory project and a dissertation in specialised subjects of your choice, with the aim of taking your research skills and understanding towards the frontiers of knowledge, with support and supervision from a dedicated member of staff.

  • Modules
  • Dissertation

You will study five option modules from one of two pathways. Example modules can be found below. Some option module combinations may not be possible. The options available to you will be confirmed after you begin your course.

  • Differential Geometry
  • Partial Differential Equations
  • Statistics for Artificial Intelligence I
  • Lie Theory
  • Number Theory
  • Topology
  • Commutative Algebra and Algebraic Geometry
  • Prime Numbers and Their Distribution
  • Measure and Integration
  • Frontiers in Mathematics
  • Riemann Surfaces and Algebraic Curves
  • Partial Differential Equations
  • Statistics for Artificial Intelligence I
  • Quantum Field Theory
  • Quantum Theory and Quantum Information
  • Mathematical Modelling: Nonlinearity, Uncertainty, and Computational Methods
  • General Relativity
  • Fluids
  • Frontiers in Mathematics
  • Riemann Surfaces and Algebraic Curves
  • Mathematical Ecology, Epidemiology and Evolution

Our modules may change to reflect the latest academic thinking and expertise of our staff, and in line with Department/School academic planning.

  • Preparatory Project in Mathematical Sciences
  • MSc Dissertation in Mathematical Sciences

You will complete a preparatory project and a dissertation. You'll have a supervisor with expertise in your chosen field of research.

Every course at York is built on a distinctive set of learning outcomes. These will give you a clear understanding of what you will be able to accomplish at the end of the course and help you explain what you can offer employers. Our academics identify the knowledge, skills, and experiences you'll need upon graduation and then design the course to get you there.

  • Use, with a high level of sophistication and accuracy, the language of mathematics and mathematical techniques that underpin a wide range of research in, and applications to, science, technology and industry.
  • Recognise and critically evaluate appropriate advanced mathematical methods in order to find a suitable strategy for solving unfamiliar problems open to mathematical investigation and solve such problems.
  • Use logical reasoning as a basis for the critical analysis of ideas or statements in advanced mathematics, and develop independently their own ideas using well-founded reasoning.
  • Conduct a study of a specialised area of mathematics which takes into account recent mathematical progress. They will be able to compare multiple sources, including research articles, to inform this study and be able to check or complete technical details from these sources independently.
  • Communicate advanced mathematical ideas clearly, both in writing and in a presentation, at a level appropriate for the intended audience.
  • Confidently use tools in information technology for a range of appropriate tasks, such as typesetting and literature review.
以上为约克大学该项目官网项目页原文(英文),本站未做改写或补写。

✨ 项目特色

该项目官网「Unique Program Features」原文,说的是这个项目自身的特点(学制长短、资助、实践安排、认证等),不是学校层面的通用介绍。

You’ll work with world‐leading academics who’ll challenge you to think independently and excel in all that you do. Our approach to teaching will provide you with the knowledge, opportunities, and support you need to grow and succeed in a global workplace.

We use a wide range of teaching methods to suit different learning styles including:

  • Lectures (both online and on campus)
  • Problems classes
  • Seminars

Lectures are used to describe new concepts you will have to learn and problems classes put them into practice. Seminars are small, interactive sessions which allow us to focus on your individual needs. As part of the online lectures, you will also be able to access a wide range of short videos discussing topics covered in your lectures. These bite-sized clips will come with a set of notes to help reinforce your knowledge on the given topic.

While you're working on your project and your dissertation you'll have regular meetings with an academic supervisor who can offer advice and support. We aim to give you a supervisor with specialist knowledge of the area you're investigating.

You will be based in the Department of Mathematics in the Ian Wand Building on Campus East. Most of your small group teaching and larger classes will take place in the Ian Wand Building or nearby on Campus East.

Our beautiful green campus offers a student-friendly setting in which to live and study, within easy reach of the action in the city centre. It's easy to get around campus - everything is within walking or pedalling distance, or you can always use the fast and frequent bus service.

📊 申请案例数据分析(133 条)

下表统计的是约克大学全部 133 条录取案例,只反映该校整体录取水位,不代表这一个项目的要求。样本低于 8 条的维度不出图表 —— 拿 3 条案例画一张「趋势图」是假的。
GPA百分制中位 81.2(104 条);4 分制中位 3.17(29 条)
语言雅思中位 6.5(35 条);六级中位 463(5 条)
本科层次普通本科 91% · 211院校 5% · 985院校 3% · 海外本科 1%
中位数按同制式分别统计(不同 GPA 制式不可合并),样本少于 5 条时只报数量不报中位
📊 GPA 分布(百分制 104 条)
🎓 本科院校层次(133 条)
🗣️ 雅思成绩分布(35 条)
中国劳动关系学院 · 应急技术与管理
普通本科GPA 79.73/100
上海建桥学院 · 英语
普通本科GPA 2.91/4.0雅思 7
南京工程学院 · 软件工程
普通本科GPA 2.73/4.0
洛阳师范学院 · 广播电视编导
普通本科GPA 3.18/4.0
南京大学 · 英语
985院校GPA 87.8/100雅思 8 · 专四 86
约克大学(英国)国际战略管理理学
广东白云学院 · 土木工程
普通本科GPA 78.4/100

🌍 其他院校的同名项目(3 个)

同名项目在不同院校的学制与学费并不可比,这里并排列出供横向核对
QS 综合院校学制学费
第 4 位 牛津大学University of Oxford 1年 46350英镑/年
第 29 位 澳大利亚国立大学Australian National University 2年 56120澳元/年
第 113 位 乌得勒支大学Utrecht University 2年 25306欧元/年

🔗 站内归类方向

该项目已归属站内方向「数学」,可到该校该方向的筛选视图看同方向的其他项目与录取案例

❓ 常见问题

以下问答的答案全部取自本页已列出的官网数据,不做推测;官网未公布的项不出现在这里。
约克大学数学科学理学硕士主要学什么?
该项目为硕士 · 数学,官网介绍:You choose a pathway through this degree which concentrates either on pure mathematics or on applied mathematics.
约克大学数学科学理学硕士的学制是多久?
该校官网公布为 1年(全日制)。
约克大学数学科学理学硕士的学费是多少?
30950英镑/年,为该校官网公布的项目学费。
约克大学数学科学理学硕士什么时候入学?
该校官网公布 9月 入学。
约克大学数学科学理学硕士的语言成绩要求是什么?
雅思 6(W 5.5 / S 5.5 / L 5.5 / R 5.5) · 托福 79(W 17 / S 20 / L 17 / R 18) · 托福(新版) 4(W 4 / S 4 / L 4 / R 4) · PTE 55(W 51 / S 51 / L 51 / R 51)。
约克大学数学科学理学硕士的入学要求是什么?
If English isn't your first language you may need to provide evidence of your English language ability. We accept the following qualifications: For more information see our postgraduate English language requirements .
约克大学数学科学理学硕士一共开设多少门课程?
课程设置共 15 门。
约克大学数学科学理学硕士毕业后主要去向有哪些?
科研院所、互联网公司、科技公司、保险精算
学制 / 学费 / 语言要求 / 申请节奏为按国家(地区)通行区间整理的参考值,各校每年均可能调整,最终以院校官网公布为准;本站不提供中介服务。 排名数据:QS 名次来自 QS 官方榜单整理,U.S. News 名次整理自 Ranking Radar 公开数据集(CC-BY-4.0),原始榜单 © U.S. News & World Report。
数学科学理学硕士
约克大学 · 1年 · 30950英镑/年