Browsing Cursos de Graduação by CNPq Subject "CIENCIAS EXATAS E DA TERRA::MATEMATICA::GEOMETRIA E TOPOLOGIA"

Now showing items 1-5 of 5

    • Os teoremas de existência e unicidade de solução de um PVI e do fluxo tubular 

      Virgens, Victor Lima das (Universidade Federal de São Carlos, UFSCar, , Câmpus São Carlos, 03/04/2023)
      The main objective of this course completion work is to present the foundations of the Qualitative Theory of Ordinary Differential Equations, a branch of Mathematics that is considered one of the most applied. The present ...

    • Uma proposta didática para o ensino de áreas e volumes 

      Dojas Neto, Fozat (Universidade Federal de São Carlos, UFSCar, , Câmpus São Carlos, 03/04/2023)
      This monograph discusses plane and spatial geometry in order to investigate the approach of the topics of areas and volumes in selected textbooks, as well as to study the theoretical prerequisites and the Cavalieri's ...

    • Ladrilhamentos regulares e semirregulares do plano 

      Nascimento, Larissa Loiola do (Universidade Federal de São Carlos, UFSCar, , Câmpus São Carlos, 24/11/2021)
      The tiling technique consists of filling the plane with geometric figures without overlapping or empty spaces. Although this technique is quite old, the science is recent and contains aspects that have not yet been developed ...

    • Estudo das envolventes de curvas com aplicações no Geogebra 

      Lemos, Guilherme Mendes (Universidade Federal de São Carlos, UFSCar, , Câmpus São Carlos, 29/04/2022)
      In this work we will study several families of plane curves and their envelopes. We present the methods that make it possible to obtain the envelopes for parameterized curves and for equations involving parameters. Two ...

    • Geometria Conforme e Invertibilidade Global 

      Silva, Rodrigo Thomaz da (Universidade Federal de São Carlos, UFSCar, , Câmpus São Carlos, 25/06/2021)
      This work contains the studies done to the reading of the paper ``Conformas geometry, Euler numbers, and global invertibility in higher dimensions'' de Frederico Xavier [4], as well as a detailed study of the mentioned ...