Five courses · lecture-wise · proofs you can see
Organize every lecture, write solutions cleanly, and visualize the hard parts — one curriculum board.
Curriculum
Add a new lecture by dropping an .mdx file undersrc/content/lectures/<course>/.
Extensions, automorphisms, and the Galois correspondence.
Integration, series of functions, and metric-space viewpoint.
Groups, homomorphisms, actions, and structure theorems.
Completeness, sequences, topology of R, continuity, derivatives — split into 5 light interactive sections.
Sample spaces, conditioning, random variables, and limit theorems.