Ph.D. candidate in Biometry at São Paulo State University Júlio de Mesquita Filho (Unesp), Botucatu campus, in the Mathematical Modeling and Computational Simulation of Biosystems track. Masters degree in Applied and Computational Mathematics from São Paulo State University Júlio de Mesquita Filho (Unesp), Presidente Prudente / Bauru campus (2024), with a FAPESP Master's Scholarship, Process No. 2021/11857-6. Bachelor's degree in Mathematics Education from São Paulo State University Júlio de Mesquita Filho (Unesp), Bauru campus (2022), with an exchange program at the University of Coimbra under the Santander Ibero-American scholarship (2019). Currently teaches Differential and Integral Calculus I for the Medical Physics program at the Botucatu Institute of Biosciences (IBB-UNESP) as a scholarship instructor. During undergraduate studies, participated in extension projects such as "Games and Geometric Models for Teaching Mathematics" and "Logical Reasoning and Rational Inclusion (RacioLog)." Volunteered in the Pedagogical Residency Program and was a member of the Adaptive Systems, Logic, and Intelligent Computing Research Group (SALCI), registered with CNPq, through which scientific initiation research was conducted in Logic and Proof Theory (with PIBIC/CNPq and FAPESP scholarships). In 2021, conducted scientific initiation research in Stochastic Dynamical Systems with a FAPESP scholarship and completed a final undergraduate project in the field of Digital Technologies in Mathematics Education. During the master's program, participated in the BRaVE - BRazilian Virtual Exchange: Université de Liège Unesp virtual international exchange program in 2022 as part of the Numerical Analysis course offered by PosMAC Unesp in collaboration with the Introduction to Numerical Algorithms course at the University of Liège, Belgium. (Source: Lattes Curriculum)
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This is the training of a researcher at a level of excellence in the field of stochastic dynamic systems. The initial stage of the project consists of the study of stochastic differential equations, existence and uniqueness of solutions, Kolmogorov's reverse equation, Dynkin's formula and conditions of existence and uniqueness of a probabilistic solution for the classical Dirichlet proble…
This scientific initiation project aims to study the stochastic integration of Wiener and Itô, to understand concepts relevant to the development of this theory, such as the Markov property, Brownian movement and martingale, and to apply the Itô Formula to determine possible solutions of equations stochastic differentials. It is also intended to provide the candidatean experience with res…
The calculus I1 was introduced in 1995 by Sette and Carnielli. This system has an intuitionistic character, in the same sense as the logical system developed by Arend Heyting (1898-1980), which emerged as the underlying logic of Intuitionistic Mathematics, or constructive, by Luitzen Egbertus Jan Brouwer (1881-1966). Furthermore, the calculus I1 is a three-valued logic that, contrary to c…
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