Lecture List 201415
Lecture list for 201415
Years 14 are organised in terms in the next 3 tables. Later tables contain info about MSc and PhD courses, and courses in the MASDOC and the interdisciplinary DTCs (Doctoral Training Centres) etc.
TERM 1 (weeks 110)  
YEAR 1  
MA131 Analysis I (for Maths students)  Pollicott 
MA137 Mathematical Analysis (for MORSE, Maths/Phys, Discrete Maths students) 
Micallef 
MA133 Differential Equations (for Maths, Math/Phys students)  Dedner 
MA132 Foundations (for Maths students)  Kozlovski 
MA138 Sets and Numbers (for Maths/Physics, MORSE, Discrete Maths students) 
O'Connell 
MA125 Introduction to Geometry (weeks 15)  Testa 
MA136 Introduction to Abstract Algebra (weeks 610)  Siksek 
YEAR 2  
MA213 Second Year Essay 
Krammer

MA231 Vector Analysis

Micallef 
MA241 Combinatorics

Ball

MA243 Geometry

Schleimer

MA244 Analysis III (Maths)

Zaboronski

MA250 PDE (weeks 610, continues in term 2)

Stinner

MA251 Algebra I: Advanced Linear Algebra

Krammer

MA258 Mathematical Analysis III (Maths/Physics and MORSE)

Ueltschi



IL006 Climate change (unusual option)

Levan (Physics)/Mond



YEAR 3  
MA395 Essay (until end of Easter break)  Kotecky (Wood term 2) 
MA372 Reading Module (Terms 12)  
MA359 Measure Theory 
Kotecky

MA377 Rings and Modules 
Schlichting

MA390 Topics in Mathematical Biology 
van den Berg

MA397 Consolidation

Jackson

MA398 Matrix Analysis and Algorithms

Techentrup/Schillings

MA3D4 Fractal Geometry

Mathe

MA3D5 Galois Theory

Siksek

MA3D9 Geometry of Curves and Surfaces

Zhang

MA3E5 History of Mathematics  Gray 
MA3F1 Introduction to Topology 
Schleimer 
MA3G7 Functional Analysis I

Sharp 
MA3H3 Set Theory

Epstein

MA3H5 Manifolds

Gadre

MA3H8 Equivariant Bifurcation Theory

Wood



YEAR 4  
MA469 Project (Terms 12)  Nazarenko 
MA472 Reading Module (Terms 12)  
MA424 Dynamical Systems

Smillie

MA426 Elliptic Curves

Anni

MA433 Fourier Analysis

Xu

MA482 Stochastic Analysis

XueMei Hairer

MA4A2 Advanced PDEs

Topping

MA4A5 Algebraic Geometry

Maclagan

MA4C0 Differential Geometry (only starts in week 3)

Rodriguez 
MA4E0 Lie Groups

Rumynin

MA4E7 Population Dynamics: Ecology and Epidemiology

Keeling

MA4H8 Ring Theory

Hajarnavis

MA4H9 Modular Forms

Masdeu

MA4J1 Continuum Mechanics

Kerr

MA4J3 Graph Theory

Lozin

MA4K0 Introduction to Uncertainty Quantification

Sullivan

MA4K2 Optimisation and Fixed Point Theory

Elliott

MA4K3 Complex Function Theory

Seco

MA4K6 Data Assimilation

Stuart

MSc  
MA5Q5 First year MSc project (for 2year MSc students only) 
see MA469

MA5Q6 Graduate Algebra (also for PhD students) 
Schlichting

TERM 2 (weeks 1524)  
YEAR 1  
MA131 Analysis II (for Maths students)  Robinson 
MA137 Mathematical Analysis (for MORSE, Maths/Physics, Discrete Maths students)  Mond 
MA134 Geometry & Motion  Barkley 
MA106 Linear Algebra (for Maths students)  Georgakopoulos 
MA106 Linear Algebra (for MORSE, Maths/Physics, Discrete Maths students)  XM Hairer 
MA124 Mathematics by Computer  Tribe 
MA117 Programming for Scientists  Chester (Computer Science) 
ST111 Probability A (wks 1519)  Assing (Statistics) 
MA113 Differential Eqns A (MathStats, MORSE, Discrete Maths students, wks 1519)  Korepanov 
YEAR 2  
MA213 Second Year Essay  Krammer 
MA222 Metric Spaces  Preiss 
MA225 Differentiation  Sullivan 
MA228 Numerical Analysis (weeks 1519) 
Kirkilionis 
MA249 Algebra II: Groups and Rings  Capdeboscq 
MA250 PDE (weeks 1519, continues from term 1)  Stinner 
MA252 Combinatorial Optimization 
Lozin

MA253 Probability and Discrete Mathematics (Suspended) 
Not running 1415

MA254 Theory of ODE 
Baesens

MA256 Introduction to Systems Biology 
SysBio: Rand and others

MA257 Introduction to Number Theory 
Cremona

IE3E1 Intro to Secondary School Teaching 
Pitt (IoE) 
YEAR 3  
MA395 Essay (until end of Easter break)  Kotecky (Wood term 2) 
MA372 Reading Module (Terms 12)  
MA3A6 Algebraic Number Theory  Loeffler 
MA3B8 Complex Analysis 
Weber

MA3D1 Fluid Dynamics 
Nazarenko

MA3E1 Groups and Representations 
Rumynin 
MA3F2 Knot Theory 
Krammer

MA3G1 Theory of PDEs  Warnick 
MA3G6 Commutative Algebra 
Maclagan

MA3G8 Functional Analysis II 
Ball

MA3H0 Numerical Analysis and PDEs  Chen 
MA3H2 Markov Processes and Percolation Theory 
Adams

MA3H6 Algebraic Topology 
Mond

MA3H7 Control Theory 
Agapiou

IE420 Problem Solving (suitable for 3rd years) 
Wood (for IoE)

YEAR 4  
MA469 Project (Terms 12)  Nazarenko 
MA472 Reading Module (Terms 12)  
MA427 Ergodic Theory 
Sharp

MA448 Hyperbolic Geometry 
O'Connell

MA453 Lie Algebras 
Capdeboscq

MA467 Presentations of Groups 
Holt

MA474 Representation Theory 
Bartel

MA475 Riemann Surfaces 
Epstein

MA4A7 Quantum Mechanics: Basic Principles and Probabilistic Methods 
Ueltschi

MA4E3 Asymptotic Methods 
Baesens

MA4F7 Brownian Motion (also has ST code ST403) 
Zygouras (Stats)

MA4G4 Introduction to Theoretical Neuroscience 
Richardson (SysBio)

MA4G6 Calculus of Variations 
Rindler

MA4H4 Geometric Group Theory 
Bowditch

MA4J0 Advanced Real Analysis 
Rodrigo

MA4J5 Structures of Complex Systems 
Kirkilionis

MA4J6 Mathematics and Biophysics of Cell Dynamics 
Burroughs

MA4K4 Topics in Interacting Particle Systems 
Chleboun

MA4K5 Introduction to Mathematical Relativity 
Warnick



MSc  
NONE 

TERM 3 (weeks 3034)  
YEAR 1  
MA112 Experimental Maths  BrendonPenn / Cummings (Tribe) 
YEAR 2  
MA209 Variational Principles  Theil 
MASDOC MSc modules  
MA912 (A1) Analysis for Linear PDEs  Term 1

Fritz

MA913 (C1) Scientific Computing  Term 1  Packwood 
ST910 (P1) Probability  Term 1  Kendall (Statistics) 
ST911 (S1) Statistics  Term 1  Oates (Statistics) 
MA914 (A2) Topics in PDEs  Term 2  Stinner/Theil 
MA915 (C2) Advanced Topics in Numerical Analysis and PDEs  Term 2 (=TCC+Radcliffe support classes) 
Elliott 
MA911 (P2) Probability: Theory and Examples  Term 2

Adams

ST912 (S2) Statistics  Term 2

Jenkins (Statistics)

MA916 Research Study Groups (Terms 1 and 2)  various 
MA917, MA921, ST913 Summer Research Projects (Mathematics, M+S, Statistics)  organised by MASDOC DoS 
CH948 Warwick Interdisciplinary Science Transferable Skills  MOAC 
Mathematics PhD level modules (not usually taken for credit)  see also TCC modules below  
MA613 McKay Correspondence and an Introduction to Derived Categories (term 1? ) [NEW/ Symposium]

Reid

Some Symposium visitors also give some lectures

Reid

TCC  Taught Course Centre (EPSRC funded PhD level modules; Warwick, Oxford, Imperial, Bristol, Bath)  
201415 (term1) Outer Space and Automorphisms of Free Groups  Vogtmann 
201415 (term 2) A second course in Algebraic Number Theory 
Dokchitser 
201415 (term 2) Finite Element Methods (= MA915 = MASDOC C2) 
Elliott 
201415 (term 2) Infinite Ergodic Theory  Kosloff 
201415 (term 3) Stochastic PDEs  Xu and Labbe 
and 16 other modules provided by Bath, Bristol, Imperial and Oxford.
Complete Term 1 and Term 2 lists are here (201415)

Selected MASC, MathSys (Complexity) DTC modules  
MOAC/MASC CH924 Mathematical Models of Biological Systems (Term 1)  van den Berg 
MathSys: MA933 Networks and Random Processes (first half of term 1)  Grosskinsky 
MathSys: MA9xx Applied Dynamical Systems  Timofeeva (DCS) 
MathSys: MA934 Numerical Methods (second half of term 1) 
Connaughton 
MathSys: MA9xx Data Analysis  Graham (Stats) 
MathSys: MA9xx Topics in Mathematical Modelling 
MacKay/Keeling and others 
MathSys: CO902 Probabilistic and Statistical Inference (term 2) 
Wild (SysBio) 
MathSys: CO904 Statistical Mechanics (term 2 TBC)  Alexander (Physics) 
MathSys: CO923 Computational Methods for Complex Systems (term 2, 18 CATS)  del Genio 
Mathsys: related MA4 modules include (see above): MA4E7, MA4G4, MA4J5, MA4J6, MA4K4 
(see above) 
Complexity Science IM903: Complexity in Social Science (April?) 
various 
Centre for Scientific Computing MSc (link) 

201415: The MSc exists  some MA4 Maths courses may be listed as options. Other modules include: 

CY900 Foundations of Scientific Computing (one week, online) 

CY901 High Performance Computing (expansion of a 4th year Physics course)  
CY903 Data Structures and Algorithms (WMG, also taken by some PhD students) 
Financial Maths MSc  only for students registered on this programme  
MA901 Fundamental Tools (week 0)  shared with Statistics  (RAs and PhDs) 
C++ half of: Asset Pricing and C++ (both terms)  Kozlovski 
MA907 (Term 1) (core module) Numerical Methods  Kozlovski 
MA908 (Term 2) (optional module): PDEs in Finance

Theil

Modules taught (and organised) outside the Dept  
CS136 Discrete Mathematics 1 (term 1)

Computer Science

CS137 Discrete Mathematics 2 (term 2)  Computer Science 