University of Liverpool
Good Honours and/or Master's degree in a relevant subject.
Core modules: Maple-latex project; preliminary dissertation; main dissertation; optional modules: linear differential operators in mathematical physics; introduction to string theory; quantum field theory; mathematical biology; waves; mathematical modelling; introduction to modern particle theory; representation theory of finite groups; curves and singularities; elliptic curves; Galois theory; probability essentials for financial calculus; stochastic analysis and its applications; chaos and dynamical systems; Cartesian tensors and mathematical models of solids and viscous fluids; quantum mechanics; relativity; mathematical economics; population dynamics; number theory; group theory; combinatorics; differential geometry; analysis and number theory; applied stochastic models; linear statistical models; applied probability; mathematical risk theory; networks in theory and practice.
|Qualification||Study mode||Start month||Fee||Course duration|
|Campus name||Town||Postcode||Region||Main campus||Campus||Partner|
|City Centre Campus||Liverpool||L3 5PS||North West|
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