Current research
A probabilistic approach to the Bateman–Horn conjecture
I am exploring how ideas related to the Zeta distribution can be used to study Bateman–Horn and related questions.
Analytic Number Theory • Graduate Student at UNAM
Graduate student in Mathematics · UNAM
Hi! I'm Lorenzo, a mathematician from the School of Sciences at UNAM and currently a graduate student at the Institute of Mathematics. My research lies mainly in Analytic Number Theory, with a particular interest in the interaction between analytic and probabilistic methods.
I also teach at the School of Sciences and participate actively in mathematical outreach through the Festival Matemático and the Seminario de Becarios.
At a glance
Current research
I am exploring how ideas related to the Zeta distribution can be used to study Bateman–Horn and related questions.
Latest talk
59th National Congress of Mathematics · October 22, 2026
View talkLatest post
We usually think of differentiation and inversion as completely different operations. But what happens if we force them to be the same? The solution to $f'(x) = f^{-1}(x)$ leads us unexpectedly to the Golden Ratio and generalized "Metallic Means".
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Recent
August 2026Started the final semester of my Master's degree, with several talks scheduled.
August 2026Beginning of the Seminario de Becarios, semester 2027-1.
July 2026Participated in the AGRA V School in Popayán, Colombia.
Contact
For academic questions, collaboration, talks, or teaching-related matters, you can contact me through my institutional channels or send a message here.