I am a PhD in Mathematics from ICMC-USP.

Previously, I obtained a bachelor degree in Physics at Universidade de Uberlandia (2016 to 2020) under the supervision of Roberto Hiroki Miwa . I started my masters in mathematics at USP in 2020 and obtained the title of Master of Science in Mathematics in 2022 with the thesis "Integrable Systems and Partition Functions of Random Matrix Models".  I continued to work with random matrices throughout my PhD from 2022 until now.

My main interests are in mathematical physics and rely on asymptotics for particles in random matrix models. More precisely, I work with asymptotics for integrable kernels arising from random matrix models through Riemann-Hilbert problems technics. Some other related topics include point processes, orthogonal polynomials, monodromy theory, integrable hierarchies and Painleve equations.