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Two Families Of H(div) Mixed Finite Elements On Quadrilaterals Of Minimal Dimension

Arbogast; Todd; Correa; Maicon R. (SIAM PublicationsPhiladelphia, 2016)

New Estimates For The Div-curl-grad Operators And Elliptic Problems With L1-data In The Whole Space And In The Half-space

Amrouche C.; Nguyen H.H. (, 2011)

New Estimates For The Div, Curl, Grad Operators And Elliptic Problems With L1-data In The Half-space

Amrouche C.; Nguyen H.H. (, 2011)

Hierarchical High Order Finite Element Bases For H (div) Spaces Based On Curved Meshes For Two-dimensional Regions Or Manifolds

Autor desconocido (Elsevier, 2016)

Three Dimensional Hierarchical Mixed Finite Element Approximations With Enhanced Primal Variable Accuracy

Castro; Douglas A.; Devloo; Philippe R. B.; Farias; Agnaldo M.; Gomes; Sonia M.; de Siqueira; Denise; Duran; Omar (Elsevier Science SALausanne, 2016)

Hierarchical High Order Finite Element Bases For H (div) Spaces Based On Curved Meshes For Two-dimensional Regions Or Manifolds

Castro D.A.; Devloo P.R.B.; Farias A.M.; Gomes S.M.; Durán O. (Elsevier, 2016)

An Ultraweak Formulation Of The Kirchhoff-Love Plate Bending Model And Dpg Approximation

Autor desconocido (2019)

We develop and analyze an ultraweak variational formulation for a variant of the Kirchhoff-Love plate bending model. Based on this formulation, we introduce a discretization of the discontinuous Petrov-Galerkin type with ...

A Comparative Numerical Study Of Different Finite Element Formulations For 2d Model Elliptic Problems: Continuous And Discontinuous Galerkin, Mixed And Hybrid Methods

Forti; Tiago L. D.; Farias; Agnaldo M.; Devloo; Philippe R. B.; Gomes; Sonia M. (Elsevier Science BVAmsterdam, 2016)

Two-dimensional H(div)-conforming Finite Element Spaces With Hp-adaptivity

Devloo; Philippe R. B.; Farias; Agnaldo M.; Gomes; Sonia M.; de Siqueira; Denise (Springer int Publishing AGCham, 2016)

Two-dimensional H.div/-conforming Finite Element Spaces With Hp-adaptivity

Devloo P.R.B.; Farias A.M.; Gomes S.M.; de Siqueira D. (Springer Verlag, 2016)

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Two Families Of H(div) Mixed Finite Elements On Quadrilaterals Of Minimal Dimension

New Estimates For The Div-curl-grad Operators And Elliptic Problems With L1-data In The Whole Space And In The Half-space

New Estimates For The Div, Curl, Grad Operators And Elliptic Problems With L1-data In The Half-space

Hierarchical High Order Finite Element Bases For H (div) Spaces Based On Curved Meshes For Two-dimensional Regions Or Manifolds

Three Dimensional Hierarchical Mixed Finite Element Approximations With Enhanced Primal Variable Accuracy

Hierarchical High Order Finite Element Bases For H (div) Spaces Based On Curved Meshes For Two-dimensional Regions Or Manifolds

An Ultraweak Formulation Of The Kirchhoff-Love Plate Bending Model And Dpg Approximation

A Comparative Numerical Study Of Different Finite Element Formulations For 2d Model Elliptic Problems: Continuous And Discontinuous Galerkin, Mixed And Hybrid Methods

Two-dimensional H(div)-conforming Finite Element Spaces With Hp-adaptivity

Two-dimensional H.div/-conforming Finite Element Spaces With Hp-adaptivity