Ph.D. in Mathematics from the University of São Paulo (2025), a Master's degree in Mathematics from the University of São Paulo (2021), and a Bachelor's degree in Mathematics (2018). Has experience in Mathematics, with an emphasis on Differential Geometry, working mainly on the following topics: surfaces, minimal surfaces, totally umbilical surfaces, and split-complex (para-complex) numbers." (Source: Lattes Curriculum)
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The main purpose of this project is to study Enneper type representations for minimal surfaces in the Euclidean space R3 and for minimal space like and time like surfaces in the Lorentz-Minkowski space L3, using complex and paracomplex analysis, respectively. Some examples of minimal surfaces in R3 e L3 will be constructed via Enneper representation formula, which is equivalent to the Wei…
In this project we study the minimal surfaces in R^3 and the surfaces with mean curvature one in the hyperbolic space H^3. The student already studied the theory of curves and surfaces in the Euclidean and in the hyperbolic space in a previous project and got interested in continuing her study in the hyperbolic space. Then, in this second proposal we are interested in studying minimal sur…
In this project we are going to study curves and surfaces in the Euclidean and in the hiperbolic space. More precisely, we are going to make a comparison study between the curves and surfaces in both ambients. We are going to use also the software Mathematica as auxiliary in order to obtain a better visualization of the examples and a better comprehension of the teory. The University of S…
| 3 / 3 | Completed scholarships in Brazil |
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