SCH016: Mathematical Sciences | University of Liverpool

Name Sort by name	Code Sort by code	Type Sort by type
Actuarial Models	MATH376	Module
Advanced Topics in Mathematical Biology	MATH426	Module
Applied Probability	MATH362	Module
Applied Stochastic Models	MATH360	Module
Calculus I	MATH101	Module
Calculus II	MATH102	Module
Cartesian Tensors and Mathematical Models of Solids and Viscous Fluids	MATH324	Module
Chaos and Dynamical Systems	MATH322	Module
Classical Mechanics	MATH228	Module
Combinatorics	MATH344	Module
Commutative Algebra	MATH247	Module
Complex Functions	MATH243	Module
Differential Geometry	MATH349	Module
Engineering Mathematics Ii	MATH299	Module
Field Theory And Partial Differential Equations	MATH283	Module
Field Theory, Partial Differential Equations & Methods Of Solution	MATH282	Module
Financial and Actuarial Modelling in R	MATH377	Module
Financial Mathematics	MATH262	Module
Financial Mathematics	MATH260	Module
Further Methods Of Applied Mathematics	MATH323	Module
Game Theory	MATH331	Module
Geometry of Continued Fractions	MATH447	Module
Group Theory	MATH343	Module
Higher Arithmetic	MATH441	Module
Interest Rate Theory	MATH481	Module
Introduction to Linear Algebra	MATH103	Module
Introduction to String Theory	MATH423	Module
Introduction to Study and Research in Mathematics	MATH107	Module
Latex and Mathematical Programming Project	MATH549	Module
Life Insurance Mathematics I	MATH273	Module
Life Insurance Mathematics II	MATH373	Module
Linear Algebra and Geometry	MATH244	Module
Linear Differential Operators In Mathematical Physics	MATH421	Module
Linear Statistical Models	MATH363	Module
Manifolds, Homology and Morse Theory	MATH410	Module
Math490 - Project For M.Math.	MATH490	Module
Math499 - Project For M.Math.	MATH499	Module
Math552 - Preliminary Dissertation	MATH552	Module
Mathematical IT Skills	MATH111	Module
Mathematical Physics Project	MATH334	Module
Mathematical Physics Project	MATH420	Module
Mathematical Risk Theory	MATH366	Module
Mathematics Education and Communication	MATH291	Module
MATHEMATICS I FOR ELECTRICAL ENGINEERS	MATH191	Module
MATHEMATICS II FOR ELECTRICAL ENGINEERS	MATH192	Module
Measure Theory and Probability	MATH365	Module
Medical Statistics	MATH364	Module
Metric Spaces and Calculus	MATH241	Module
Metric Spaces and Calculus	MATH242	Module
More Is Different: Statistical Mechanics, Thermodynamics, and All That	MATH327	Module
Networks In Theory And Practice	MATH367	Module
Newtonian Mechanics	MATH122	Module
Number Theory	MATH342	Module
Numbers, Groups And Codes	MATH142	Module
NUMERICAL ANALYSIS FOR FINANCIAL MATHEMATICS	MATH371	Module
Numerical Methods	MATH256	Module
Numerical Methods for Applied Mathematics	MATH226	Module
Numerical Methods for Ordinary and Partial Differential Equations	MATH336	Module
Operational Research	MATH269	Module
Operational Research: Probabilistic Models	MATH268	Module
Population Dynamics	MATH332	Module
Probability and Analysis	MATH465	Module
Professional Projects and Employability in Mathematics	MATH390	Module
Projects in Mathematics	MATH399	Module
Quantum Field Theory	MATH425	Module
Quantum Mechanics	MATH325	Module
Relativity	MATH326	Module
REPRESENTATION THEORY OF FINITE GROUPS	MATH442	Module
Riemann Surfaces	MATH445	Module
Statistical Methods in Insurance and Finance	MATH374	Module
Statistics and Probability I	MATH253	Module
Statistics and Probability II	MATH254	Module
Stochastic Analysis and its Applications	MATH483	Module
Stochastic Modelling in Finance	MATH482	Module
Stochastic Modelling in Insurance and Finance	MATH375	Module
Stochastic Theory and Methods in Data Science	MATH368	Module
The Magic Of Complex Numbers: Complex Dynamics, Chaos And The Mandelbrot Set	MATH345	Module
Theory of Interest	MATH167	Module
Theory Of Statistical Inference	MATH361	Module
Topology	MATH346	Module
Variational Calculus and its Applications	MATH430	Module
Vector Calculus With Applications in Fluid Mechanics	MATH225	Module
Waves, Mathematical Modelling	MATH427	Module