Embedded Files
Material from courses I have taught
Material from courses I have taught
Equações Diferenciais Ordinárias (ODE's) - Universidade Federal de Goiás
Cálculo 3A (Vectorial Calculus) - 64h - Universidade Federal de Goiás
Fundamentos de Análise (Introduction to real analysis) - 96h - Universidade Federal de Goiás
Cálculo 1A (Calculus first course) - 96h - Universidade Federal de Goiás
Cálculo 2A (Calculus of several variables)- 96h - Universidade Federal de Goiás
Análise Real I (Real Analysis I )- 96h - Universidade Federal de Goiás
Análise Real II (Real Analysis I )- 96h - Universidade Federal de Goiás
Equações Diferenciais Ordinárias (ODE's) Master Degree - Universidade Federal de Goiás
Students supervised
Students supervised
Students Supervised
Students Supervised
Undergraduate Research Students
Undergraduate Research Students
Ongoing
Hian Carlos Cortes Magalhães — Qualitative Theory of ODEs: Main Theorems (2026–present).
Murilo Inácio Borges Barbosa — Algebraic and Matrix Methods for Root Localization and Applications to Differential Equations (2026–present).
Paulo Otácio de Oliveira Barros — Development of a Computational Tool for Root Localization and Applications to ODEs (2026–present).
Completed
Hian Carlos Cortes Magalhães — Qualitative Theory of ODEs (2025–2026).
Amanda Ketlem de Araújo Matuzinhos — Differential Equations and Their Applications (2025–2026).
Isabella Sousa Torres — Difference Equations (2025).
Luís Fernando Pereira Artuzi — Theory of Ordinary Differential Equations (2024–2025).
Hian Carlos Cortes Magalhães — Introduction to Discrete Dynamical Systems (2024–2025).
Hian Carlos Cortes Magalhães — Introduction to the Qualitative Theory of Differential Equations (2023–2024).
Giovanna Ribeiro de Souza — Differential Equations (2023–2024).
Júlio César Xavier Conceição Marra — Nonlinear Differential Equations and Stability (2022–2023).
Davi Soares Magalhães — Taylor's Formula and Applications (2022–2023).
Undergraduate Thesis Students
Undergraduate Thesis Students
Completed
Luís Fernando Pereira Artuzi — Introduction to Piecewise Smooth Systems with Two or Three Zones in the Plane (2025).
Davi Soares Magalhães — Taylor's Theorems and Their Applications (2024).
Master's Students
Master's Students
Completed
Thaylline Rocha Madureira — Hopf Bifurcation and Applications (2025).
PhD Students
PhD Students
Ongoing
Vitória Chaves Fernandes — Minimal Sets of Discontinuous and Slow-Fast Dynamical Systems and Applications (2026–present, Co-supervisor).
Completed
Angela Carolina T. Sánchez — Bifurcations on Piecewise Smooth Dynamical Systems and Applications (2026, Co-supervisor).
Courses Offered
Courses Offered
2026/2
2026/2
IME0377 - Equações Diferenciais Ordinárias (Ordinary Differential Equations) - Applied and Computational Mathematics (Bachelor's degree) - 64h - UFG
IME0164 - Geometria Analítica (Analytic Geometry) - Statistics (Bachelor's degree) - 64h - UFG
2026/1
2026/1
IME0377 - Equações Diferenciais Ordinárias (Ordinary Differential Equations) - Physics - 64h - UFG
IME0377 - Equações Diferenciais Ordinárias (Ordinary Differential Equations) - Mechanical Engineering - 64h - UFG
2025/1
2025/1
IME0350 - Cálculo 1A (Calculus I) - 96h - UFG
IME0356 - Cálculo 2A (Multivariable Calculus) - 96h - UFG
IME0377 - Equações Diferenciais Ordinárias (Ordinary Differential Equations) - Mathematics (Bachelor's degree) - 64h - UFG
IME0377 - Equações Diferenciais Ordinárias (Ordinary Differential Equations) - Mathematics (Bachelor's degree) - 64h - UFG
MAT0144 - Equações Diferenciais Ordinárias (Ordinary Differential Equations) - Master's degree in Mathematics - 64h - UFG
2025/0 - Summer Course
2025/0 - Summer Course
IME0373 - Cálculo 2B (Differential Calculus, Second Course) - Chemistry (Bachelor's degree) - 64h - UFG
MAT0144 - Equações Diferenciais Ordinárias (Ordinary Differential Equations) - Master's degree in Mathematics - 64h - UFG
2024/2
2024/2
IME0410 - Análise Real II (Real Analysis II) - Mathematics (Bachelor's degree) - 64h - UFG
Análise Real 2 (Real Analysis II) - Undergraduate - 64h - UFG
IME0081 - Cálculo 2B (Differential Calculus, Second Course) - Forest Engineering - 64h - UFG
2024/1
2024/1
IME0379 - Cálculo 1B (Differential Calculus, First Course) - Business Administration - 64h - UFG
IME0379 - Cálculo 1B (Differential Calculus, First Course) - Economics - 64h - UFG
MAT0144 - Equações Diferenciais Ordinárias (Ordinary Differential Equations) - Master's degree in Mathematics - 64h - UFG
MAT0307 - Seminário de Sistemas Dinâmicos (Dynamical Systems Seminar, Organizer) - Master's degree in Mathematics - 32h - UFG
2023/2
2023/2
MAT0295 - Análise na Reta (Real Analysis) - Master's degree in Mathematics - 64h - UFG
IME0410 - Análise Real II (Real Analysis II) - Mathematics (Bachelor's degree) - 64h - UFG
IME0379 - Cálculo 1B (Differential Calculus, First Course) - Undergraduate - 64h - UFG
2023/1
2023/1
IME0029 - Análise Real I (Real Analysis I) - Mathematics (Bachelor's degree) - 96h - UFG
IME0350 - Cálculo 1A (Calculus I) - Software Engineering - 96h - UFG
2022/2
2022/2
IME0152 - Fundamentos de Análise (Introduction to Real Analysis) - Mathematics - 96h - UFG
IME0152 - Fundamentos de Análise (Introduction to Real Analysis) - Mathematics - 96h - UFG
2022/1
2022/1
IME0350 - Cálculo 1A (Calculus I) - Mechanical Engineering - 96h - UFG
IME0356 - Cálculo 2A (Multivariable Calculus) - Physics - 96h - UFG
Estágio Supervisionado III (Supervised Teaching Internship III) - Undergraduate - 100h - UFG
2021/2
2021/2
IME0152 - Fundamentos de Análise (Introduction to Real Analysis) - Mathematics - 96h - UFG
IME0152 - Fundamentos de Análise (Introduction to Real Analysis) - Mathematics - 96h - UFG
2021/1
2021/1
IME0107 - Equações Diferenciais Ordinárias (Ordinary Differential Equations) - Physics - 64h - UFG
IME0108 - Equações Diferenciais Ordinárias (Ordinary Differential Equations) - Computer Science - 64h - UFG
IME0083 - Cálculo 3A (Vector Calculus) - 64h - UFG
2020/2 - Federal Institute of Minas Gerais (IFMG)
2020/2 - Federal Institute of Minas Gerais (IFMG)
FGGMATE.003 - Fundamentos de Matemática (Foundations of Mathematics) - Mathematics - 60h - IFMG
FGGCOMP.004 - Cálculo I (Calculus I) - Electrical Engineering - 90h - IFMG
FGGCOMP.004 - Cálculo I (Calculus I) - Computer Science - 90h - IFMG
2020/1 - University of São Paulo (USP/FFCLRP)
2020/1 - University of São Paulo (USP/FFCLRP)
5950253 - Cálculo Diferencial e Integral I (Calculus I) - 90h - USP/FFCLRP
5952003 - Cálculo Diferencial e Integral III (Calculus III) - 90h - USP/FFCLRP
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