Bachelor of Science and Technology and Bachelor of Computational Mathematics from the Federal University of São Paulo - Unifesp since 2021 and 2022, respectively. Currently studying for a Masters in Pure and Applied Mathematics at the same university, scheduled to end in August 2023. (Source: Lattes Curriculum)
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This project aims to study recent results in the literature about the connection between positive definite kernels and concepts from probability, such as metrics in this space, independence and conditional independence. For this purpose, it is used the reproducing kernel Hilbert space of a positive definite kernel in order to obtain a semi-inner product on the space of measures with bound…
This project aims to study recent results in the literature about the connection between positive definite kernels and concepts from probability, such as metrics in this space, independence and conditional independence.For this purpose, it is used the reproducing kernel Hilbert space of a positive definite kernel in order to obtain a semi-inner product on the space of measures with bound…
This project is aimed at studying the Lie algebra of derivations of a polynomial ring over the field of complex numbers, with an emphasis on locally nilpotent derivations and questions about Lie subalgebras formed by these derivations.
(Only some records are available in English at this moment)
| 4 / 4 | Completed scholarships in Brazil |
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