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Now showing items 11-15 of 15
A construção dos números reais desenvolvida por Richard Dedekind
(Universidade Federal de São Carlos, 2021-04-25)
In this work, we will study the emergence of incommensurability during classical antiquity and understand how this discovery was important for the development of real number theory during the arithmetic movement of analysis. ...
O grau de uma aplicação: uma abordagem via aplicação diferencial
(Universidade Federal de São Carlos, 2023-09-01)
In this work, we study the concepts of degree and local degree for maps between manifolds.
Furthermore, we define the Poincaré-Hopf index and study some relevant proprieties of this index
such as the famous Poincaré-Hopf ...
Um estudo sobre índices de campos de vetores
(Universidade Federal de São Carlos, 2023-04-03)
One of the main goals of this project is to study the index of vector fields in compact
surfaces and present the Poincar´e-Hopf Theorem, remarking that such a result connects
topological elements to geometric objects.
O homem que calculava: uma abordagem recreativa para o ensino de matemática e suas dramatizações em sala de aula
(Universidade Federal de São Carlos, 2022-09-30)
The motivation and unfolding of this monograph is to address 4 problems from the book The Man Who Counted, analyzing and characterizing the conceptions that the author had in his time and that persist until today, for ...
Aspectos históricos e matemáticos da resolução de equações de 3o., 4o. e 5o. graus
(Universidade Federal de São Carlos, 2023-09-06)
During the years from 1530 to 1576, there were great mathematical advances in Europe, one of the greatest being the great duel of the resolution of the cubic equations, fought between Niccolò Tartaglia and Gerolamo Cardano, ...