Bachelor's in Mathematics at Universidade de São Paulo (2018), Master's in Mathematics at Universidade de São Paulo (2019), and Mathematics Ph.D. at the University of Illinois at Chicago (2024). Worked as Teaching Assistant at the University of Illinois at Chicago from 2019 to 2024. Has experience in Mathematics, focusing on Algebric Geometry, acting on the following subjects: rational curves, algebraic hyperbolicity, normal bundles, algebraic hypersurfaces, and birational geometry. Currently a Postdoctoral Researcher at Instituto Nacional de Matemática Pura e Aplicada (IMPA). (Source: Lattes Curriculum)
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The goal of this project is to study part of the book "3264 and All That - A Second Course in Algebraic Geometry" by David Eisenbud and Joe Harris as an introduction to Enumerative Geometry.We plan to follow the reference above as a source of theory and exercises. More precisely, we have in mind to read the five first chapters from the book, which cover the basic material. Afterward, we i…
The goal of this project is to study the content of the ten first sections of chapter 1 from the book “Algebraic Number Theory” by Jürgen Neukirch, as an introduction to techniques of number theory and fulfill prerequisites to the study of arithmetic geometry.
The goal of this project is to study the content of the book "Algebraic Curves - An Introduction to Algebraic Geometry" by William Fulton as an introduction to algebraic geometry via the knowledge of plane algebraic curves affine and projective and via some notions of commutative algebra. (AU)
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