lse.ac.uk/maths
UCAS code: GL11
Programme requirement: A level pass at grade A* in Mathematics or International Baccalaureate Diploma with 7 in Higher level Mathematics
Usual standard offer: A level: grades A* A A with an A* in Mathematics. Further Mathematics A level is highly recommended. Students not taking Further Mathematics to A level will normally be required to achieve grade A in Further Mathematics AS level in addition to A* (Mathematics) A A at A level
International Baccalaureate: Diploma with 38 points including 7 6 6 at Higher level (with 7 in Mathematics)
Other qualifications are considered
For further details see lse.ac.uk/ugAdmissionsCriteria
Applications 2013: 549
First year students 2013: 61

This programme is balanced evenly between mathematics and economics. For a major/minor degree with more emphasis on mathematics, please see BSc Mathematics with Economics
First year:
Second year:
(* half unit)
Third year:

An advanced option in mathematical economics

One mathematics option

One economics, mathematics or finance option

One other option
Please read the following important information before referring to full details of course options found in the Programme Regulations.
You must note however that while care has been taken to ensure that this information is up to date and correct, some circumstances may cause the School to subsequently change, suspend or withdraw a course or programme of study, or change the fees that apply to it. The School will neither be liable for information that after publication becomes inaccurate or irrelevant, nor for changing, suspending or withdrawing a course or programme of study due to circumstances outside of its control. You must also note that places are limited on some courses and/or subject to specific entry requirements. The School cannot therefore guarantee places on its courses. You should visit the School’s Calendar, or contact the relevant academic department, for information on the availability and/or content of courses and programmes of study. Certain substantive changes will be listed on the updated undergraduate course and programme information page.
Programme details
First year
You take four core foundation courses. You have the choice of either Economics A or Economics B. Economics A provides a foundation in economics, primarily to those without significant background in the subject. Economics B is an introductory course in microeconomics and macroeconomics. Elemental Statistical Theory is also an introductory level course. Mathematical Methods will continue your A level studies (or similar) and includes calculus and linear algebra. Introduction to Abstract Mathematics will give you an introduction to modern mathematics with emphasis on careful reasoning.
Second year
In the second year, you take two core courses, one in Microeconomic Principles and another in Further Mathematical Methods, which build on your first year studies and reinforce your understanding of economics and mathematics, whilst underlining the connections between the two subjects. Microeconomic Principles I is an intermediate course in microeconomic analysis. Microeconomic Principles II has a greater mathematical facility. Further Mathematical Methods covers calculus and linear algebra. You also take another course from: Macroeconomic Principles, Principles of Econometrics and Principles of Finance. Macroeconomic Principles is an intermediate course in macroeconomic analysis. Principles of Econometrics is an intermediatelevel introduction to the theory and practice of econometrics. Principles of Finance examines the theory of financial decisionmaking by firms and examines the behaviour of the capital markets in which these decisions are taken.
You will take a half unit course in Real Analysis, following on from the Introduction to Abstract Mathematics course in the first year, and another half unit in either Algebra and Number Theory, Differential Equations, Discrete Mathematics or Optimisation Theory. Real Analysis is a course in real analysis for those who have already met the basic concepts of sequences and continuity in R. Algebra and Number Theory develops the study of abstract algebraic structures. Differential Equations concentrates on the theory and qualitative analysis of (ordinary) differential equations, although some solution techniques are also considered. Discrete Mathematics covers some of the main concepts and techniques of discrete mathematics together with its applications. Optimisation Theory describes various techniques of optimisation, gives a mathematical presentation of the relevant theory, and shows how they can be applied.
Third year
In the third year you take one course in advanced mathematical economics. Your additional options total three course units: these must include two half unit courses in mathematics, and another in either mathematics or economics or finance. You can take one of any suitable course taught at LSE, subject to the approval of the course tutor.