伦敦国王学院复杂系统建模-从生物医学和自然到经济和社会科学理学专业项目网站

Complex Systems Modelling

英国公立科学

项目背景

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更新时间:2024-07-08

专业排名51

大学伦敦国王学院

开学时间9月

课程学制1年

学费29472.00/GBP

专业介绍

The Complex Systems Modelling – from Biomedical & Natural to Economic & Social Sciences MSc course will teach you to apply mathematical techniques in the rapidly developing and exciting interdisciplinary field of complex systems and examine how they apply to a variety of areas including biomedicine, nature, economics and social sciences. This research-led course is suitable for graduates who wish to work in research and development in an academic or industrial environment.

推荐顾问

世界排名

2020年

51

2019年

101

2018年

101

2017年

101

语言要求

类型
雅思
托福
PTE
Listen
6.5
23
62
Speak
6.5
23
62
Read
6.5
23
62
Write
6.5
25
62
总分
7
100
69

学术要求

专业领域:应用数学或物理。纯数学专业和quantitative类专业也可考虑。

先修科目:多元微积分,线性代数,偏微分方程,概率统计。

课程设置

Required modules:所需模块 Theory of Complex Networks credits: 复杂网络理论学分 Research Methods Advanced Topics in Complex Systems credits: 研究方法复杂系统学分中的高级主题 Individual Project credits: 单个项目学分 Foundations for Complex Systems Modelling Cross Disciplinary Approaches to Non Equilibrium Systems credits: 复杂系统建模基础非平衡系统学分的跨学科方法 Optional modules: 可选模块 Stochastic Processes and Applications credits: 随机过程和应用学分 Mathematical Biology credits: 数学生物学学分 Mathematical Aspects of Statistical Mechanics credits: 统计力学的数学方面学分 Bio Nanomaterials in the Virtual Lab credits: 虚拟实验室中的生物纳米材料学分 Modelling Quantum Many body Systems credits: 建模量子多体系统学分 Probability Theory credits: 概率论学分 Risk Neutral Valuation Pricing and Hedging Derivatives credits: 风险中性估值定价和对冲衍生品学分 Financial Markets credits: 金融市场学分 Stochastic Analysis credits: 随机分析学分 Statistics in Finance credits: 金融学分统计 Numerical and Computational Methods in Finance credits: 金融学分的数值和计算方法 Interest Rates and Credit Risk credits: 利率和信用风险学分 Incomplete Markets credits: 不完全市场学分 C for Financial Mathematics credits: 金融数学学分 Machine Learning credits: 机器学习学分 Econophysics credits: 经济物理学分 Pattern Recognition Neural Networks Deep Learning credits: 模式识别神经网络深度学习学分 Advanced Volatility Models and Path Dependent Options credits: 高级波动率模型和路径依赖期权信用