I have written the following guide which addresses fundamental concepts for problems in mathematical olympiads and other competitions. It is intended to be fairly elementary.
Due to the scarcity of freely available solutions for BMO2 papers, below are my unofficial solutions to problems in selected papers; and there is also a short, and somewhat rushed, handout I wrote on Euclidean geometry.
Some general resources to help with interview prep for quantitative finance and/or to motivate any personal projects in this space.
Although I didn’t officially major in computer science, I took relevant CS courses during both my undergrad and grad school. The skills acquired in both the coding and the machine learning side, I believe, are crucial to industry.
Notes I have formally written up for courses in (advanced) undergraduate mathematics.
I have also uploaded very brief handwritten revision notes for certain undergraduate modules. However, these aren’t very useful, and I just wanted a place to dump them for now.
As part of my Master’s thesis at Imperial College London, I conducted some research on the propagation of electromagnetic waves in Drude space-time crystals.
Basically, if we shoot light in these complicated, time-varying materials, how does the light behave and which frequencies should we shoot it at? This work was in Prof. Richard Craster’s group, supervised by Dr Raziman T.V. .
Below are concise notes I have written up for selected topics in A-Level Physics and Chemistry, particularly for those that want a different perspective on topics or want to read further.
Please use these as supplementary reading, since the notes are not specific to any exam board and thus may go beyond the scope of certain exam specification.
| Physics | Chemistry |
|---|---|
| Thermal Physics | Acids and Bases |
| Fields | Rate Equations |
| Capacitance | Carbonyls |
| Electronic Structure |