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
Yury Popov Representations of noncommutative Jordan superalgebras Mathematics 09/30/2020
Jonatan Andres Gomez Parada Hilbert series of noncommutative right modules Mathematics 09/25/2020
Gabriel Alexis Rondon Vielma Regularization of Filippov systems near regular-tangential singularities and polycycles Mathematics 09/16/2020
Leonardo Schultz Araujo Higgs bundles and applications Mathematics 08/18/2020
Fábio Campos Castro Meneghetti Lattices : a study of some relevant parameters for applications in criptography Mathematics 07/20/2020
Brian David Grajales Triana Invariant geometry of real flag manifolds: geodesics and Einstein metrics Mathematics 07/16/2020
Francisco Javier Vielma Leal Study of solutions to some non-linear evolution equations of dispersive type Mathematics 07/14/2020
Marcos dos Santos ferreira Complex symmetry and universality for Toeplitz operators of polydisk Mathematics 05/29/2020
Leithold Louis Aurazo Alvarez On long-time solutions for Boussinesq-type models in Besov and Fourier-Besov-Morrey spaces Mathematics 04/28/2020
Maicon Sartori Hespanha On a Schrödinger system arizing in nonlinear optics Mathematics 03/27/2020
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