Shared
Resources

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

Catalog

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.

Lec 1 Lec 4 Lec 5 Lec 6 Lec 7 Lec 8 Lec 9

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.

PS2 and LSA Final 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.

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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.

T1 Demand T1 Supply T2 L1-9 T2 TNT

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.

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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.

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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.

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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.

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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.

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