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Aplicación del método local discontinuous galerkin a ecuaciones con derivadas fraccionarias 

Gómez-Macías, Sergio A. (2018-12-19)
We consider a time dependent model problem with the Riesz or the Riemann-Liouville fractional differential operator of order 1 < α < 2. We obtain optimal rates of convergence for the semi-discrete minimal dissipation ...
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Método "Local Discontinuous Galerkin" para la ecuación vectorial de Helmholtz 

Alvarado-Hernández, Arlin J. (2014-08)
Algunos de los fenómenos electromagnéticos que ocurren en diversas aplicaciones de ingeniería y problemas físicos, producto de la interacción de campos eléctricos y magnéticos, carga y corriente eléctrica, son modelados ...
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Aspectos computacionales del método Local Discontinuos Galerkin para mallas no estructuradas en 3D 

Sequeira-Chabarría, Filánder de los A. (2010-11)
Muchos de los problemas físicos y de ingeniería son modelados a través de ecuaciones diferenciales e integrales, los cuales, en la mayoría de los casos, no tienen una solución analítica. Por esta razón, se recurre a aproximar ...

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AuthorAlvarado-Hernández, Arlin J. (1)Gómez-Macías, Sergio A. (1)Sequeira-Chabarría, Filánder de los A. (1)AdvisorCastillo, Paul E. (2)Steinberg, Lev (1)Keywords
Local Discontinuous Galerkin (3)
CFL (1)Ecuacion vectorial Helmholtz (1)Fractional heat equation (1)Fractional nonlinear Schrödinger equation (1)Integral equation (1)Invariant's conservation (1)Numerical methods (1)... View MoreSubject HeadingGalerkin methods (2)Numerical analysis (2)Differenctial-algebraic equations -- Numerical solutions (1)Differential equations, Elliptic -- Numerical solutions (1)Fractional derivatives and integrals (1)Fractional differential equations (1)Galerkin method (1)Gross-Pitaevskii equations (1)Helmholtz equation -- (1)Integral equations (1)... View MoreTypeThesis (3)Date2010 (1)2014 (1)2018 (1)Department
Department of Mathematics (3)
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Applied Mathematics (3)
CollectionTheses & Dissertations (3)

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