Sciences

University of Cambridge - Part IB Natural Sciences Physics A: notes on quantum mechanics and partial notes on waves.

University of Cambridge - Part IB Natural Sciences Physics B: notes on thermodynamics and partial notes on dynamics (which cover some trickier points).

University of Cambridge - Part IB Natural Sciences Physics B: notes on thermodynamics and partial notes on dynamics (which cover some trickier points).

University of Cambridge - Part IB Natural Sciences Mathematics: notes on complex analysis, Fourier transforms, Green's functions, linear algebra, ordinary differential equations, Poisson's equation

University of Cambridge - Part IB Natural Sciences Mathematics: notes on complex analysis, fourier transforms, Green's functions, linear algebra, ordinary differential equations, Poisson's equation

Work at MIT Quantum Mechanics II (8.05): review notes for the final exam.

Work at MIT Statistical Mechanics (8.333): miscellaneous partial notes, which might be useful in that they cover some topics in painful detail.

Work at MIT String Theory for Undergraduates (8.251): miscellaneous partial notes (1, 2, 3) taken during the class, unlikely to be anywhere near as good as the course book by Prof Barton Zweibach who taught it.

University of Cambridge - Part III Mathematics/Certificate of Advanced Study in Mathematics/Masters of Mathematics • Mathematics of Operational Research: notes, based on lectures notes by Richard Weber, the book Introduction to Linear Optimization and the book Games, Theory and Applications, by L.C. Thomas. Covering optimization (including primal simplex, dual simplex and integer linear programming), algorithms on graphs, a very short section on complexity theory, game theory (zero-sum games,...

University of Cambridge - Part III Mathematics/Certificate of Advanced Study in Mathematics/Masters of Mathematics • Actuarial Statistics: course notes, based on lectures by Susan Pitts, covering aggregate claims, reinsurance, ruin probabilities, no-claim-discount systems, credibility theory and run-off triangles. Solutions to the 2006 paper.