Date: 21/03/2026
What subject(s) I've studied: Analysis II, Analysis III
Favourite fact I've learned: There exist distances in $\mathbb{R}^n$ that are not induced by any norm
Favourite equation: $E\sub \mathbb{R}^n \text{ is compact} \iff E \text{ is closed and limited} $ (Heine-Borel theorem)
Something I need to revise: Smooth functions
Something I've not understood: A couple of exercises
A mistake to avoid making: Getting into rabbit holes that distract you from the main point
Favourite piece of media: Sade's music
Note to self: Your profs showed you that they appreciate your mindset and your passion for the subject, don't give up and keep working.