How the world works, told through the language of math. I’d prefer Spanish, but hey.

Topics often include:

• statistical physics (aizenman, spin systems, products of random matrices)
• mathematical physics (shapiro, condensed matter physics, topological insulators)
• quantum (QFT Witten-style, maybe some regular QM?)
• GR (I dont know a lick about GR)

list of papers

• [ ] "Log-Sobolev inequality for near critical Ising models" (and some RG) - Bauerschmidt, Dagallier
• [ ] "A NEW CORRELATION INEQUALITY FOR ISING MODELS WITH EXTERNAL FIELDS" - Ding, Song, Sun
• [ ] "CRITICAL PERCOLATION IN THE PLANE. I. CONFORMAL INVARIANCE AND CARDY’S FORMULA. II. CONTINUUM SCALING LIMIT." - Smirnov
• [ ] "Topological Entanglement Entropy" - Kitaev & Preskill
• [ ] "Non-asymptotic Results for Singular Values of Gaussian Matrix Products" - Hanin, Paouris
• [ ] "Dynamical Localization for Random Band Matrices up to W << N^1/4" - Shapiro, …
• [ ] "Gaussian Fluctuations for Products of Random Matrices" - Gorin and Sun
• [ ] "Universality for 1-d random band matrices" - Shcherbina & Shcherbina

paper summaries/notes