Diary
Some references to learn some interesting topics
A gateway to the mathematical world of the phenomenon of percolation and critical phenomena.
If you want to learn the algebraic side of topology — Homotopy, Homology, Cohomology, etc. — this is the book to go to. You may also follow this lecture series by Prof. Pierre Albin at UIUC alongside.
A comprehensive guide to learning CFT.
What happens when you apply random unitary gates to qubits and do random measurements? This has become a booming field of research, escalated by some breakthrough papers. Also see this Quanta Magazine article on the story behind this development.
Also recommended: the video lectures by Prof. Andrew Ng at Stanford.
An introductory overview of quantum information theory, tensor networks, topological order, entanglement, and more.