Orlando Ferrari’s Homepage
I’m Orlando Ferrari! (Yes, Ferrari is my last name)
A freshman dual-degree Master’s math student at the University of Padova and Dauphine-PSL University for the MAPPA curriculum. Currently has research interests in analysis, particularly in differential equations, functional analysis, calculus of variations, and measure theory. In addition to my mathematical interest, I have over four years of experience in mathematics education as a tutor.
Latest Updates
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Seminar Activity Project: A Primer on Optimal Mass Transportation and the Supremal Monge Problem (English)
My most recent draft for my Seminar Activity course has been updated! It concerned the basic notions of optimal transport. The reader is supposed to have been familiar with measure theory and some convex analysis.
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It's not your life getting easier, it's just you getting better
TL;DR: I’ve spent years feeling like a fraud in mathematics, attributing my successes to luck or ‘easy’ problems. But after reflecting on my rigorous Master’s at UNIPD, I realized the truth: I’m not a genius, I’m just a relentless learner. The exams didn’t get easier—I just got stronger.
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Dive Into Math Opportunities 6
This talk was done with the initiative of ‘Buka Meja’ mathematics community and sponsored by MorfID and Podcast Bebas Linear. Slides can be downloaded directly from here.
Prior to my undergraduate years until my 3rd year for my Bachelor’s degree, I am focused to math olympiads, and it was my main source of interest to mathematics (funfact: I didn’t win often before going to uni). My highest achievement at this time was being able to represent Indonesia for the 30th International Mathematics Competition at Blagoevgrad, Bulgaria.
Starting in my final year (7th semester) as an undergraduate student, I am pursuing other means to love mathematics by striving for its beauty. During the work of my thesis, I was captivated by how we can apply mathematical results from one field–which is topology–to another field–that is, order structure–which produced an interesting problem, which was the content of my thesis. Hence, I am more into learning various topics that somehow may unify to a spectacular result (hopefully).