Shared
Resources

Revision notes and academic materials from my UCL work, collected here for students who may find them useful.


ECON0004

2023/24

Dr. Dunli Li

7 slide decks

161 pages

704 KB

ECON0004 Ambrose's Slides

Applied econometrics and introductory microeconomics slides covering OLS, multiple regression, causality, consumer demand, consumption and saving, employment, and labour supply.

ECON0010

2025/26

Dr. Frank Witte

2 solution PDFs

57 pages

1.0 MB

ECON0010 Problem Set and Exam Solutions

Worked solutions for the 2026 Problem Set 2 and LSA 2025 material, plus the 2024/25 final exam solution.

ECON0013

Term 2

2024/25

Dr. Ian Preston

50 pages

5.2 MB

ECON0013 Term 2 Revision Notes

Consumer theory and microeconomics revision notes covering budget constraints, Marshallian demand, Engel curves, and related exam material.

ECON0016

2024/25

Prof. Marta Morazzoni (Term 1)

Prof. Franck Portier (Term 2)

4 PDFs

61 pages

3.4 MB

ECON0016 Lecture and Revision Notes

Macroeconomics notes covering demand-side models, supply-side labour-market foundations, global imbalances, and the tradable/non-tradable model.

ECON0019

2024/25

Áureo de Paula

62 pages

2.0 MB

ECON0019 Term 2 Revision Notes

Potential outcomes, experiments, regression, and causal identification.

ECON0023

2025/26

Dr. Lucas Conwell

59 pages

8.7 MB

ECON0023 Full Lecture Notes

International trade lecture notes covering gravity, Ricardian models, comparative advantage, and the structure of world trade.

ECON0041

2025/26

Dr. Suphanit Piyapromdee

30 pages

976 KB

ECON0041 Economics of Migration and Job Search Revision Notes

Migration, Roy model, wage effects, local labour markets, search, and matching.

ECON0048

2024/25

Dr. Wei Cui

75 pages

4.2 MB

ECON0048 Economics of Finance Revision Notes

Financial assets, portfolio choice, Arrow-Debreu securities, complete markets, and arbitrage.

MATH0047

2025/26

Dr. Isidoros Strouthos

27 pages

356 KB

MATH0047 Advanced Linear Algebra Revision Notes

Matrices, determinants, vector spaces, inner products, linear maps, eigenvalues, and symmetric or Hermitian matrices.

MATH0050

2025/26

Dr. Isidoros Strouthos

28 pages

376 KB

MATH0050 Logic: Exam-Focused Revision Notes

Formula syntax, propositional logic, first-order logic, and computability.