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Mathematics

University of Glasgow

Institution
University of Glasgow
Level
undergraduate
Subject
Mathematics
Duration
4-5 years
UCAS code
G100/FGM1/NG21/GF11/GGK1/LG1D/FG81/GVD5/GF14/CG81/GGC3/G102/GV14/GQ15/GQC5/GQ18/GGM1/QG3D/QG3C/GR11/QG51/GR12/GV11/GVC3/GR13/GQ16/GW13/GV15/4A9P/GR17/GVC2/GQ12/RG41/GW14/GV16/G101/FG5D/FG11/GG4C/FGJ1/GGH1/GL11
Typical offer
A-level AAB

Entry requirements

A level: AAB or BBB (Additional requirements: BSc : A-level Mathematics. MA : A-level Mathematics and A-level Humanities subject.) IB: 34 (6,5,5) (Additional requirements: BSc : HL Mathematics (Analysis & Approaches). MA : HL Mathematics (Analysis & Approaches) and HL Humanities subject.) Scottish Higher: BBBB is the minimum requirement from S5 to be reviewed for an S6 offer Offers are not guaranteed to applicants who meet the minimum from S5 Typically offers will be made at AAAAA by end of S6. B at Advanced Higher is equivalent to A at Higher Additional requirements: BSc : Higher Mathematics and a Higher Science subject at AA MA/MA (SocSci) : Higher Mathematics and a Higher Humanities subject at AA. Scottish Higher (widening access): MD20 : BBBB (also other target groups*) MD40 : AABB* Additional requirements: BSc : Higher Mathematics and a Higher Science subject MA : Higher Mathematics and a Higher Humanities subject. Successful completion of Top-Up or one of our Summer Schools.

About this course

BSc/MA/MSci/MA(SocSci) in Mathematics, a psychology and mathematics degree centred on numerical, geometrical and logical relationships. Core topics include Mathematical Modelling. The ambassador scheme provides students the opportunity to spend time in schools and experience teaching firsthand. The first year covers Mathematics 1. The second year builds competence through Mathematics 2A: Multivariable Calculus, Mathematics 2B: Linear Algebra, Mathematics 2C: Introduction To Real Analysis, and Mathematics 2D: Mathematical Methods and Modelling. Third-year studies progress to 3H: Analysis of Differentiation and Integration, 3H: Metric Space and Basic Topology, 3H: Mathematical Methods, 3H: Writing and Presenting Mathematics, 3H: Methods in Complex Analysis, 3H: Algebra, 3H: Mechanics of Rigid and Deformable Bodies, and 3H: Dynamical Systems.

Modules

  • Mathematics 1
  • Mathematics 2A: Multivariable Calculus
  • Mathematics 2B: Linear Algebra
  • Mathematics 2C: Introduction To Real Analysis
  • Mathematics 2D: Mathematical Methods and Modelling
  • Mathematics 2E: Mechanics
  • Mathematics 2F: Groups, Transformations and Symmetries
  • 3H: Analysis of Differentiation and Integration
  • 3H: Metric Space and Basic Topology
  • 3H: Mathematical Methods
  • 3H: Writing and Presenting Mathematics
  • 3H: Methods in Complex Analysis
  • 3H: Algebra
  • 3H: Mechanics of Rigid and Deformable Bodies
  • 3H: Dynamical Systems