Joel Nagloo

most citedA differential approach to Ax-Schanuel, I

1 citations · 1 across the 2 of their papers we have counts for

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math.LO2026

Special classes of functions

James Freitag, LÃ©o Jimenez, Joel Nagloo

Using model theory and differential algebra, we give necessary conditions for algebraic ordinary differential equations to have a complex Pfaffian solution on some complex domain.…

math.LO2026

On the number of independent solutions of algebraic differential equations

James Freitag, Omar LeÃ³n SÃ¡nchez, Wei Li +1

We prove a conjecture of Kumbhakar, Roy, and Srinivasan (2024) on the classification of order one differential equations, and a conjecture of Kumbhakar and Srinivasan (2025) on hig…

math.LO2026

Categoricity and non-arithmetic Fuchsian groups

John Baldwin, Joel Nagloo

Let $I^ \subset P S L_{2} (R)$ be a non-arithmetic Fuchsian group of the first kind with finite covolume, and let $j_{I^} $ be a corresponding uniformizer. In this paper we introdu…