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课程名称:巴斯大学数学科学硕士课程
课程类型:硕士课程-数学 / 统计 / 精算硕士
学校名称:巴斯大学 University of Bath
学校位置:西南地区
课程长度:12个月
开学日期:9月
 

介绍:

入学要求 Requirement:

学术要求:First or Upper Second Class Honours Degree in Mathematics, or equivalent. Applications from appropriately qualified overseas students are strongly encouraged.

英语要求:IELTS 6.5

学费 Tuition Fee:2011/2012    £12750

 
课程特征 Course Features
 
Overview
The MSc programme is designed to prepare students for research, either as research students in universities, or professional mathematicians/statisticians/probabilists with a postgraduate training. It complements the MSc in Modern Applications of Mathematics and uses units on offer within the existing MMath programme. This MSc accommodates candidates with interests and backgrounds in pure mathematics, applied mathematics, statistics and probability: with normally all taught components being provided by the Department of Mathematical Sciences. These features distinguish the programme from the MSc in MAM (for which the interdisciplinary nature is a defining component). The MSc programme, caters for students who wish to pursue studies in pure areas of mathematical science within a ``graduate school" environment engendered by large overall numbers of postgraduate students. The programme serves to widen the available choice in postgraduate study, to exploit the strong research/teaching base, and to enhance Bath's profile (both nationally and internationally) as a centre for postgraduate study in mathematics, statistics & probability. The MSc Programme will comprise a taught component (Stage I) followed by a project component culminating in a dissertation (Stage II). Students who successfully complete Stage I, and demonstrate advanced competence in the M Level taught material, may progress to the project Stage II.


课程内容 Course Content :
Semester 1 

A1 Units    B1 Units 
Code  Title  Code   Title
MA40037  Galois Theory MA30039 Differential geometry of curves and surfaces
MA40038   Advanced group theory   MA30041  Metric spaces
MA40040   Algebraic topology   MA30044   Mathematical models 1
MA40042 Measure theory & integration   MA30046   Linear control theory
MA40043 Real & abstract analysis    MA30047  Mathematical biology 1
MA40045  Dynamical systems   MA30051  Numerical linear algebra
MA40048  Analytical & geometric theory of differential equations   MA30084   Generalised linear models

     
 

MA40065  
Viscous fluid mechanics  
MA30086
Medical statistics
MA40125
Markov processes & applications
MA30087
Optimisation methods of operational research
MA40171  
Numerical solution of PDEs 2  
MA30092  Classical statistical inference
MA40197 Mathematical modelling in ecology,evolution and epidemiology   ZZ30001  Director of Studies approved unit
MA50046 Linear control theory
MA50084 Generalised linear models
MA50087 Optimisation methods of operational research
MA50092  Classical statistical inference
MA50174   Advanced numerical methods
MA50178 Numerical Linear Algebra
MA50179 Mathematical biology 1
MA50181 Mathematical methods 1
MA50182 Metric spaces
MA50183 Specialist Reading Course
 MA50190   Advanced mathematical methods

 
 
Semester 2
A2 Units  
B2 Units
Code
Title
Code
Title
MA40049
 Linear elasticity  
 MA30055
Introduction to topology
MA40050
 Nonlinear Equations & Bifurcations  
MA30056  
Complex analysis
MA40054  
Representation theory of finite groups  
MA30059
Mathematical methods 2
MA40057
Functional analysis
MA30063  
 Mathematical biology 2
MA40058  
Martingale theory
MA30085
 Time series
MA40061
Nonlinear & optimal control theory
  MA30089
Applied Probability & Finance
 MA40062
 Ordinary differential equations  
  MA30091  
Applied statistics
 MA40090  
Multivariate analysis
 MA30170  
Numerical solution of PDEs 1
MA40188
 Algebraic curves
 ZZ30004  
Director of Studies approved unit
 
  
MA40189
Topics in Bayesian statistics
MA40198
Statistics for biological dynamic modelling
MA50059
Mathematical Methods 2
  MA50063
Mathematical Biology 2
MA50085  
Time series
 MA50089      
Applied Probability & Finance
MA50170
Numerical Solution of PDEs 1
 MA50176  
Methods & applications 1: case studies in mathematical modelling and industrial mathematics
MA50183
Specialist reading course
MA50186
Complex analysis
MA50199
 Topic review in mathematical biology
MA50200
Topic review in applied mathematics

Project work and dissertation (30 credits)
After the Semester 2 exams in the full-time course and in the second year of the part-time course, the student undertakes an individual project (MA50187) during the remaining period of the course until the end of the academic year. The student is required to write a report on the project by the end of the course, in the form of an assessed dissertation. 
 

 

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