Cambridge notes
These are my notes for Part II and Part III of Mathematics at the University of Cambridge. There are many hyperlinks, marked in blue, to help both learning and revising a topic: I recommend using a PDF viewer with a back function (such as Skim) to make navigation more convenient.
Part III notes
Michaelmas
- Category Theory (2018, P. T. Johnstone)
- Combinatorics (2018, I. Leader)
Introduction to Discrete Analysis (2018, W. T. Gowers)very incomplete.- Model Theory (2018, S. Barbina)
- Topics in Ergodic Theory (2018, P. Varju) up to lecture 19, some parts in rough
Lent
- Analytic Number Theory (2019, T. Bloom), some links missing
Introduction to Approximate Groups (2019, M. Tointon)very incomplete- Topics in Set Theory (2019, B. Löwe)
Part II notes
Michaelmas
Algebraic Topology (2017, H. Wilton)very incomplete. I'll be using these notes instead.- Galois Theory (2017, C. Brookes)
- Graph Theory (2017, P. Russell)
- Linear Analysis (2017, R. Bauerschmidt)
- Number Theory (2017, A. Scholl)
Probability and Measure (2017, E. Breuillard)very incomplete. I'll be using these notes instead.
Lent
Algebraic Geometry (2018, I. Grojnowski)very incomplete- Analysis of Functions (2018, C. Mouhot) up to section 2.6, see also official notes.
- Coding and Cryptography (2018, R. Camina)
Feel free to get in touch with any typos, comments or suggestions at bm489@cam.ac.uk, or make a github pull request or issue.
If you would like different versions of these notes, such as theorem/proof only or colourblind-friendly versions, please get in touch with me directly.