Dissertations and Theses: Applied Mathematics Program

Below you will find the dissertations and theses of the Applied Mathematics Graduate Program produced and defended on IMECC starting on year 2000. You can filter the output by program, year, and level.

Student Title Program Date
Luis Augusto de Mendonça Homological finiteness properties Mathematics 03/09/2020
Daniel Gomes Fadel On the behavior of sequences of arbitrarily large mass monopoles in dimensions 3 and 7 Mathematics 03/09/2020
Adriana Juzga León Homological properties of the restricted Lie algebras Mathematics 03/09/2020
Carlos Augusto Bassani Varea Invariant generalized complex structures on flag manifolds Mathematics 03/11/2020
Fernando Sônego de Toledo Identities of Hopf algebras Mathematics 03/16/2020
Heraclio Ledgar López Lázaro Asymptotic Analysis to non-Autonomous Systems of Incompressible non-Newtonian Fluids Mathematics 03/23/2020
José Vitor Pena Attainability of Trudinger-Moser type supremums and related Henón problems Mathematics 03/26/2020
José Vitor Pena Attainability of Trudinger-Moser type supremums and related Henón problems Mathematics 03/26/2020
Maicon Sartori Hespanha On a Schrödinger system arizing in nonlinear optics Mathematics 03/27/2020
Leithold Louis Aurazo Alvarez On long-time solutions for Boussinesq-type models in Besov and Fourier-Besov-Morrey spaces Mathematics 04/28/2020
Responsible for the information on this page: 
Secretaria de Pós-Graduação
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