Date: 31/05/2026
What subject(s) I've studied: Analysis I, Geometry I
Favourite fact I've learned: The determinant is a measure of the volume of the trasformation associated to its matrix
Favourite equation: $ \zeta (\alpha)=\displaystyle\sum_{n=1}^{+\infty}\dfrac{1}{n^{\alpha}} $ (Riemann's Zeta function, or the generalised armonic series)
Something I need to revise: Geometry's proofs for the exam
Something I've not understood: Proof of the Leibniz criterion for alternate sign series
A mistake to avoid making: Letting my phone become my emotional pacifier
Favourite piece of media: SNL sketches (I've become addicted to them)
Note to self: Will I ever be ready? Will I ever understand what makes me avoid working towards my goals?