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    • Lecture List
    University of Warwick

    Lecture List

    Lecturelist for academic year 2011-12
     
    Last updated December 2011.
     
    Years 1-4 are organised in terms in the first 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 1-10)
    YEAR 1
    MA131 Analysis I (for Maths students) Andersson
    MA131 Analysis I (for MORSE, Maths/Phys students) Ueltschi
    MA133 Differential Equations (for Maths students) Wood
    MA132 Foundations (for Maths students) Kozlovski
    MA132 Foundations (for MORSE, Maths/Physics students) Cremona
    MA125 Introduction to Geometry (weeks 1-5) Logvinenko
    MA136 Introduction to Abstract Algebra (weeks 6-10) Siksek
    YEAR 2
    MA213 Second Year Essay
    Maclagan (organiser)
    MA231 Vector Analysis
     Micallef
    MA240 Modelling Nature's Nonlinearity (weeks 6-10 & 15-19)
    Wood
    MA241 Combinatorics
     Lozin
    MA243 Geometry
    Reid
    MA244 Analysis III (Maths)
    Tribe
    MA244 Analysis III (Maths and Physics, MORSE)
    Baesens
    MA251 Algebra I: Advanced Linear Algebra
    Loeffler
    YEAR 3
    MA395 Essay (until end of Easter break) Moody
    MA372 Reading Module (Terms 1-2)  
    MA359 Measure Theory
    Preiss
    MA371 Qualitative Theory of ODEs
    Baesens
    MA390 Topics in Mathematical Biology
    House
    MA397 Consolidation
    Jackson
    MA398 Matrix Analysis and Algorithms
    White
    MA3D4 Fractal Geometry
    Mathe
    MA3D5 Galois Theory
    Streng
    MA3D9 Geometry of Curves and Surfaces
    Bowditch
    MA3E1 Groups and Representations
    Krammer
    MA3E5 History of Mathematics Gray
    MA3F1 Introduction to Topology Jones (John)
    MA3G7 Functional Analysis I
    O'Connell
    MA3H1 Topics in Number Theory
    Hart
    MA3H3 Set Theory
    Epstein
    MA3H4 Random Discrete Structures
    Coja-Oghlan
    MA3H5 Manifolds
    Nguyen
    YEAR 4
    MA469 Project (Terms 1-2) Barkley, Capdeboscq
    MA472 Reading Module (Terms 1-2)  
    MA424 Dynamical Systems
    Cheraghi
    MA426 Elliptic Curves
    Dembele
    MA442 Group Theory
     Holt 
    MA482 Stochastic Analysis
     Xue-Mei Hairer
    MA4A2 Advanced PDEs
    Blatt
    MA4A5 Algebraic Geometry
    Maclagan
    MA4C0 Differential Geometry
    Miaomiao Zhu
    MA4E0 Lie Groups
    Rawnsley
    MA4E7 Population Dynamics: Ecology and Epidemiology
    Keeling
    MA4F7 Brownian Motion (also has ST code ST403)
    Tribe
    MA4H7 Atmospheric Dynamics (also suitable for MPhys)
    Kerr
    MA4H8 Ring Theory
    Hajarnavis
    MA4H9 Modular Forms
    Loeffler
    MA4J0 Advanced Real Analysis
    Micallef
    MSc
    MA5Q3 Topics in Complexity Science (based on his TCC module)
    MacKay

     

    TERM 2 (weeks 15-24)
    YEAR 1
    MA131 Analysis II (for Maths students) Hladky
    MA131 Analysis II (for MORSE, Maths/Physics students) Mond
    MA134 Geometry & Motion Barkley
    MA106 Linear Algebra (for Maths students) Testa
    MA106 Linear Algebra (for MORSE, Maths/Physics students) Krammer
    MA124 Mathematics by Computer Nazarenko
    MA117 Programming for Scientists Adam Chester (Computer Science)
    ST111 Probability A (wks 15-19) Statistics
    MA113 Differential Eqns A (MathStats, MORSE students only, wks 15-19) Vidal Lopez
    YEAR 2
    MA213 Second Year Essay Maclagan (organiser)
    MA240 Modelling Nature's Nonlinearity (Terms 1-2 (weeks 6-10 & 15-19)) Wood
    MA249 Algebra II: Groups and Rings Capdeboscq
    MA225 Differentiation Kirkilionis
    MA235 Introduction to Mathematical Biology (weeks 20-24) Rand and others (SysBio)
    MA222 Metric Spaces van Strien
    MA228 Numerical Analysis (weeks 15-19) Dedner
    MA250 PDE Stinner
    MA252 Combinatorial Optimization
    Pikhurko
    MA253 Probability and Discrete Mathematics
    Kotecky
    IE3E1 Intro to Secondary School Teaching (Term 2) Pitt (IoE)
    YEAR 3
    MA395 Essay (until end of Easter break) Moody
    MA372 Reading Module (Terms 1-2)  
    MA377 Rings and Modules Schlichting
    MA3A6 Algebraic Number Theory
    Bosman
    MA3B8 Complex Analysis
    Pollicott
    MA3D1 Fluid Dynamics
    Nazarenko
    MA3F2 Knot Theory
    Rourke
    MA3G0 Modern Control Theory Stuart
    MA3G1 Theory of PDEs
    Andersson
    MA3G6 Commutative Algebra
    Cremona
    MA3G8 Functional Analysis II
    Ball
    MA3H0 Numerical Analysis and PDEs
    Iglesias-Hernandez
    MA3H2 Markov Processes and Percolation Theory
    Windridge
    MA3H6 Algebraic Topology
    Mond
    YEAR 4
    MA469 Project (Terms 1-2) Barkley, Capdeboscq
    MA472 Reading Module (Terms 1-2)  
    MA408 Algebraic Topology (4th year students take MA3H6 in term 2 instead)
     
    MA427 Ergodic Theory
    Pollicott
    MA433 Fourier Analysis
    Ueltschi
    MA448 Hyperbolic Geometry
     Series
    MA455 Manifolds (4th year students take MA3H5 in term 1 instead)
     
    MA475 Riemann Surfaces
    Fletcher
    MA4A7 Quantum Mechanics: Basic Principles and Probabilistic Methods
    Betz
    MA4G4 Introduction to Theoretical Neuroscience
    Richardson (SysBio)
    MA4H4 Geometric Group Theory
    Bowditch
    MA4J1 Continuum Mechanics
    Law
    MA4J2 Three-Manifolds
    Schleimer
    MA4J4 Quadratic Forms
    Schlichting
    MA4J5 Structures of Complex Systems
    Kirkilionis
    MA4J3 Graph Theory
    Lozin
    BS917 Modelling and Statistics in Systems Biology
    Wild
    MA4J6 Mathematics and Biophysics of Cell Dynamics
     Burroughs
    MSc
    MA595 Topics in Stochastic Analysis
    Elworthy

     

    TERM 3 (weeks 30-34)
    YEAR 1
    MA112 Experimental Maths Tribe / TBA
    YEAR 2
    MA246 Number Theory Testa
    MA209 Variational Principles Rawnsley
     
     
    MASDOC MSc modules
    MA912 (A1) Analysis for Linear PDEs - Term 1
    Robinson
    MA913 (C1) Scientific Computing - Term 1 Dedner/Venkataraman
    ST901 (P1) Probability - Term 1 Statistics Department
    ST911 (S1) Statistics - Term 1 Statistics Department
    MA914 (A2) Nonlinear PDEs - Term 2 Elliott
    MA915 (C2) Advanced Topics in Numerical Analysis - Finite Element Methods - Term 2 Dedner / Stinner
    MA911 (P2) Probability: Theory and Examples - Term 2
    O'Connell
    ST912 (S2) Statistics - Term 2
    Statistics Department
    MA916 Research Study Groups (Terms 1 and 2) Elliott / Stinner / Ortner / etc
    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
    MA606 Modern Analysis (term 2)
    Preiss
    MA608 Topics in Geometric Analysis (terms 1-3 - reading seminar)
    Topping
    MA610 Algebraic Geometry (term 2)
    Reid
     
     
    TCC - Taught Course Centre (EPSRC funded PhD level modules; Warwick, Oxford, Imperial, Bristol, Bath)
    Tropical Geometry (term 1)
    Maclagan
    Aggregation in Complex Systems (term 1). Also listed under MA5Q3
    MacKay
    Large Deviations (term 2)
    Weber
    K-theory (term 2)
    Jones (John)
    plus 16 other modules provided by Bath, Bristol, Imperial and Oxford (2011-12 list)
     
     
     
     
    Selected MOAC, Systems Biology, Complexity DTC modules
    MOAC CH924 Introduction to Mathematical Modelling (Term 1)
    Domijan (SysBio) and others
    MOAC CH925 Computation I: Numerical Methods (Term 2) Other
    MOAC CH927 Metabolic Pathways and Regulatory Networks (Term 2) Other
    SysBio MA4G4 Introduction to Theoretical Neuroscience (Term 2)
    Richardson (SysBio)
    SysBio BS917 Modelling and Statistics in Systems Biology (Term 2)
    Wild
    Complexity Science: CO901 Self Organisation and Emergence (first half of term 1)
    Tildesley
    Complexity Science: CO905 Stochastic Processes (Term 2)
    Grosskinsky
    Complexity Science: CO907 Quantifying Complexity and Uncertainty (Term 1)
    Connaughton
    Complexity Science: Aggregation in Complex Systems: TCC - PhD level course, listed above (Term 1)
    MacKay
     
     
    Financial Maths MSc - only for MSFM students
    MA901 Fundamental Tools (week 0) - shared with Statistics (RAs and PhDs)
    MA907 Numerical Methods & Programming A (Term 1) (core module) Numerics and Analysis of Financial Models Kozlovski
    MA908 Numerical Methods & Programming B (Term 2) (optional module): PDEs in Finance
    Betz
     

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    Page contact: David Wood Last revised: Tue 27 Sep 2011
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