Notes

These are notes from courses I have been following, so far OCaml and quantum physics. They are basically a one-to-one map of everything I have learnt formally in these fields.

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Quantum Physics 21

Taken from Sakurai and Ashok Das.

The Stern-Gerlach experiment Oct 19, 2026
Kets and the Hilbert space Oct 19, 2026
Bras, the dual space and inner products Oct 19, 2026
Operators, commutators and outer products Oct 19, 2026
Eigenkets, base kets and the identity operator Oct 19, 2026
Matrix representations Oct 19, 2026
Matrix representations for spin ½ systems Oct 19, 2026
Measurements, probabilities and the S-G experiment Oct 19, 2026
Compatible observables and simultaneous eigenkets Oct 19, 2026
The uncertainty relation Oct 19, 2026
Incompatible observables and the general uncertainty relation Oct 19, 2026
Change of basis and the transformation matrix Oct 19, 2026
Translations and momentum Oct 19, 2026
Wave functions in position and momentum space Oct 19, 2026
Angular momentum Oct 19, 2026
Time evolution and the Schrödinger equation Oct 19, 2026
Energy eigenkets and spin precession Oct 19, 2026
The simple harmonic oscillator Oct 19, 2026
Harmonic oscillator wave functions and time dependence Oct 19, 2026
The hydrogen atom: angular part Oct 19, 2026
The hydrogen atom: radial part and energy levels Oct 19, 2026

CS3110 14

Introduction to functional programming in OCaml Mar 29, 2026
Types and function applications Mar 29, 2026
Basic datastructures and their syntax and semantics Mar 31, 2026
Pattern matching: An Introduction Mar 31, 2026
Introduction to variants Apr 01, 2026
Variants and exceptions Apr 02, 2026
Trees, higher-order functions and maps Apr 03, 2026
Higher order abstractions for repetitive code Apr 04, 2026
Modules and structures in OCaml Apr 23, 2026
Queues and dealing with options Apr 23, 2026
Signatures and module types Apr 23, 2026
.mli files and includes Apr 23, 2026
Functors May 01, 2026
Abstractions May 16, 2026