No, you do not need my notes and problem sets for these two classes. There are tons of notes available elsewhere (SI for eaxmple). For the sake of completeness (yes I have OCD): MATH 225, linear alge

Note: I started using my current (as of 2022) LaTeX template (color themes, fonts, and so on) after this semester, so everything in this page will look different from most other pages. Same with takin

Note: I started using my current (as of 2022) LaTeX template (color themes, fonts, and so on) after this semester, so everything in this page will look different from most other pages. Same with takin

This took place during my “LaTeX transition phase.” Here you will notice many visual components similar to what I am using currently (2022), but some from fall 2022 also remain. I was experiencing wit

Note: I started using my current (as of 2022) LaTeX template (color themes, fonts, and so on) after this semester, so everything in this page will look different from most other pages. Same with takin

Probability theory, taught by Prof. Gary Rosen. Syllabus Lecture notes (post 1st midterm only) Homeworks. Disclaimer: a nontrivial portion of my solutions are flawed. Browse at your own risk. :)) 1 ‖

Fundamental concepts of algebra, taught by Prof. Spencer Gerhardt. Course Syllabus Lecture notes Midterm 2 project: Fourier transform on finite groups, with Bruno Segovia and Tianyu Bai. Homeworks.

Fundamental concepts of analysis II, taught by Prof. Andrew Manion. Course syllabus Lecture notes Homeworks. I had never enjoyed doing homeworks this much. Maybe I never will again. This… this was p

More functional analysis, also supervised by Prof. Wojciech Ożański. Book: Infinite-Dimensional Dynamical Systems by James C. Robinson. Samples: chapter 1 (Banach & Hilbert spaces) ‖ chapter 2 (

Numerical analysis, taught by Prof. Haitian Yue. Course syllabus Lecture notes Homework. Disclaimer: a nontrivial portion of my solutions are flawed. Browse at your own risk. :)) 1 (floating point a