General Timetables For Individual Maths Courses

Note that these timetables only show the general timetable pattern for each course.   Timetables will vary in weeks 1 and 2 (some lectures do not start until week 2 and problem solving classes do not start until week 3), and 4 (Commemoration Day – no lectures on Wednesday, 26 October).

 

M1F - Foundations of Analysis

M1GLA - Geometry and Linear Algebra

M1M1 - Mathematical Methods I

M1S - Probability and Statistics I

M2A1 - Applied Mathematics

M2M1 - Vector Field Theory

M2N1 - Numerical Analysis I

M2P1 - Analysis II

M2P2 - Groups, Rings and Numbers

M2S1 - Probability and Statistics II

M3A16 - Dynamics II

M3A2 - Inviscid Fluid Mechanics

M3A21 - Mathematical Biology

M3A4 - Quantum Mechanics I

M3H - History of Mathematics

M3M3 - Partial Differential Equations

M3N4 - Computational Linear Algebra

M3N7 - Numerical Solution of Ordinary Differential Equations

M3N9 - Finite Difference Methods for Partial Differential Equat

M3P1 - Metric and Topological Spaces

M3P10 - Group Theory

M3P14 - Elementary Number Theory

M3P2 - Measure and Integration

M3P5 - The Geometry of Surfaces

M3P9 - Linear Algebra and Matrices

M3S10 - Design of Experiments and Surveys

M3S2 - Statistical Modelling II with Applications in Finance

M3S4 - Applied Probability

M3S8 - Time Series

M3S9 - Stochastic Simulation

M4A16 - Dynamics II (with AS)

M4A2 - Inviscid Fluid Mechanics (with AS)

M4A21 - Mathematical Biology (with AS)

M4A32 - Vortex Dynamics (with AS)

M4A36 - Probabilistic Methods in Dynamics

M4A39 - Homogenization Theory for Partial Differential Equation

M4N4 - Computational Linear Algebra (with AS)

M4N7 - Numerical Solution of Ordinary Differential Equations (w

M4N9 - Finite Difference Methods for Partial Differential Equat

M4P1 - Metric and Topological Spaces (with AS)

M4P10 - Group Theory (with AS)

M4P14 - Elementary Number Theory (with AS)

M4P2 - Measure and Integration (with AS)

M4P33 - Algebraic Geometry (with AS)

M4P42 - Analysis on Manifolds and Heat Kernels (with AS)

M4P5 - The Geometry of Surfaces (with AS)

M4P9 - Linear Algebra and Matrices (with AS)

M4S10 - Design of Experiments and Surveys (with AS)

M4S2 - Statistical Modelling II with Applications in Finance (w

M4S4 - Applied Probability (with AS)

M4S8 - Time Series (with AS)

M4S9 - Stochastic Simulation (with AS)

MSF17 - Statistical Methods

MSF2 - Numerical Methods for Finance

MSF21 - Computing in C++

MSP12 - Analysis on Manifolds and Heat Kernels

MSP3 - Algebraic Geometry

MSP62 - Stochastic Processes I

MSP63 - PDE's & Diffusion Processes

 




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