# cam-notes

**Repository Path**: xerror/cam-notes

## Basic Information

- **Project Name**: cam-notes
- **Description**: No description available
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## Statistics

- **Stars**: 0
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- **Created**: 2020-12-13
- **Last Updated**: 2020-12-19

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## README

# Cambridge Mathematics Lecture Notes

These are the notes I took during lectures in Cambridge. These notes are also available (in compiled form) at https://dec41.user.srcf.net/. The notes on the website are generally more up to date with the latest corrections, as I only git commit and push when I feel like doing so. The usual disclaimers can also be found on the website.

# Available Subjects

Currently, the notes for the following subjects are available.

## Part IA
### Michaelmas Term
 - Differential Equations (2014, M. G. Worster)
 - Groups (2014, J. Goedecke)
 - Numbers and Sets (2014, A. G. Thomason)
 - Vectors and Matrices (2014, N. Peake)

### Lent Term
 - Analysis I (2015, W. T. Gowers)
 - Dynamics and Relativity (2015, G. I. Ogilvie)
 - Probability (2015, R. R. Weber)
 - Vector Calculus (2015, B. Allanach)

## Part IB
### Michaelmas Term
 - Analysis II (2015, N. Wickramasekera)
 - Linear Algebra (2015, S. J. Wadsley)
 - Markov Chains (2015, G. R. Grimmett)
 - Methods (2015, D. B. Skinner)
 - Quantum Mechanics (2015, J. M. Evans)

### Lent Term
 - Complex Analysis (2016, I. Smith)
 - Complex Methods (2016, R. E. Hunt)
 - Electromagnetism (2015, D. Tong)
 - Fluid Dynamics (2016, P. F. Linden)
 - Geometry (2016, A. G. Kovalev)
 - Groups, Rings and Modules (2016, O. Randal-Williams)
 - Numerical Analysis (2016, G. Moore)
 - Statistics (2015, D. Spiegelhalter)

### Easter Term
 - Metric and Topological Spaces (2015, J. Rassmussen)
 - Optimisation (2015, A. Fischer)
 - Variational Principles (2015, P. K. Townsend)

## Part II
### Michaelmas Term
 - Algebraic Topology (2015, H. Wilton)
 - Galois Theory (2015, C. Birkar)
 - Integrable Systems (2016, A. Ashton)
 - Linear Analysis (2015, J. W. Luk)
 - Probability and Measure (2016, J. Miller)

### Lent Term
 - Logic and Set Theory (2015, I. B. Leader)
 - Number Fields (2016, I. Grojnowski)
 - Representation Theory (2016, S. Martin)
 - Statistical Physics (2017, H. S. Reall)

## Part III
### Michaelmas Term
 - Advanced Probability (2017, M. Lis)
 - Algebraic Topology (2016, O. Randal-Williams)
 - Analysis of Partial Differential Equations (2017, C. Warnick)
 - Combinatorics (2017, B. Bollobas)
 - Differential Geometry (2016, J. A. Ross)
 - Extremal Graph Theory (2017, A. G. Thomason)
 - Hydrodynamic Stability (2017, C. P. Caulfield)
 - Local Fields (2016, H. C. Johansson)
 - Modern Statistical Methods (2017, R. D. Shah)
 - Percolation and Random Walks on Graphs (2017, P. Sousi)
 - Quantum Computation (2016, R. Jozsa)
 - Quantum Field Theory (2016, B. Allanach)
 - Symmetries, Fields and Particles (2016, N. Dorey)

### Lent Term
 - Advanced Quantum Field Theory (2017, D. B. Skinner)
 - Algebras (2017, C. J. B. Brookes)
 - Logic (2017, T. E. Forster)
 - Modular Forms and L-functions (2017, A. J. Scholl)
 - Positivity in Algebraic Geometry (2018, S. Svaldi)
 - Ramsey Theory (2017, B. P. Narayanan)
 - Riemannian Geometry (2017, A. G. Kovalev)
 - Schramm–Loewner Evolutions (2018, J. Miller)
 - Stochastic Calculus and Applications (2018, R. Bauerschmidt)
 - Symplectic Geometry (2018, A. R. Pires)
 - The Standard Model (2017, C. E. Thomas)
 - Theoretical Physics of Soft Condensed Matter (2018, M. E. Cates)

### Easter Term
 - Classical and Quantum Solitons (2017, N. S. Manton and D. Stuart)

## Part IV
### Michaelmas Term
 - Topics in Geometric Group Theory (2017, H. Wilton)

### Lent Term
 - Topics in Number Theory (2018, A. J. Scholl)
### Easter Term
 - Bounded Cohomology (2017, M. Burger)