Pure Mathematics and Mathematical Logic (1 Year) [MSc]

Level 6 course units


Description Semester Requirement Credit Rating Level
MATH61011 - Fourier Analysis and Lebesgue Integration 1 Optional 15 6
MATH61051 - Introduction to Topology 1 Optional 15 6
MATH61061 - Differentiable Manifolds 1 Optional 15 6
MATH61201 - Project Semester One 1 Optional 15 6
MATH62001 - Group Theory 1 Optional 15 6
MATH62041 - Noncommutative Algebra 1 Optional 15 6
MATH62051 - Hyperbolic Geometry 1 Optional 15 6
MATH62061 - Representation Theory 1 Optional 15 6
MATH62071 - Introduction to Number Theory 1 Optional 15 6
MATH63001 - Predicate Logic 1 Optional 15 6
MATH63051 - Model theory 1 Optional 15 6
MATH61002 - Linear Analysis 2 Optional 15 6
MATH61022 - Analytic Number Theory 2 Optional 15 6
MATH61072 - Algebraic Topology 2 Optional 15 6
MATH61082 - Riemannian Geometry 2 Optional 15 6
MATH61112 - Ergodic Theory 2 Optional 15 6
MATH61202 - Project Semester Two 2 Optional 15 6
MATH62112 - Lie Algebras 2 Optional 15 6
MATH62122 - Galois Theory 2 Optional 15 6
MATH63012 - Computation and Complexity 1 Optional 15 6
MATH63032 - Non-standard Logics 2 Optional 15 6
MATH63042 - Godel's Theorems 2 Optional 15 6
MATH61000 - Double Project 1 and 2 Optional 30 6

Data source is Central CUIP
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