Graduated with a bachelor degree in pure mathematics from ICMC-Universidade de São Paulo (2020) and got his masters' degree from IMECC-UNICAMP (2022) with the dissertation "Moduli Problems in Algebraic Geometry", advised by Professor Marcos Benevenuto Jardim. Currently he is pursuing a Ph.D in Algebraic Geometry at IMECC-UNICAMP, also advised by Professor Marcos Jardim. (Source: Lattes Curriculum)
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This project seeks to establish the study of logarithmic sheaves T_à over complete intersection schemes V(Ã), which are algebraic varieties given as the zero-set of a regular sequence à = {f_1, . . . , f_k} of homogeneous polynomials in the projective space of dimension n. These sheaves are defined as the kernel of the Jacobian morphism J_à = (f_1, . . . , f_k), generalizing the classical…
This project seeks to establish the study of modern algebraic geometry, focusing primarly on the investigation of classifier spaces of algebraic and geometric structures, the Moduli Spaces, and the comparison between the different ways of building and studying such spaces. (AU)
This project introduces the student to the theory of one-dimensional complex dynamical systems using various mathematical tools, specially the theory of conformal Geometry of Riemann surfaces.
The main project is dedicated to investigating certain freeness and stability properties oflogarithmic tangent sheaves on complete intersections in projective spaces, which are defined as the kernel of a Jacobian matrix associated to a complete intersection. The main starting point of this theory is an homonymous paper, which includes the advisor and the internship supervisor as co-author…
| 1 / 1 | Ongoing scholarships in Brazil |
| 2 / 2 | Completed scholarships in Brazil |
| 1 / 1 | Completed scholarships abroad |
| 4 / 4 | All Scholarships |
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