Abdulle | Multiscale methods for parabolic and hyperbolic problems | | | |
Ainsworth | Bernstein-Bezier Polynomials for High Order Finite Element Approximation | | | |
Ayuso | Nonconforming virtual elements for elliptic problems | | | |
Banjai | Oblivious quadrature for long-time computation of waves | | | |
Barrenechea | Opening remarks | | | |
Beirão da Veiga | An introduction to the Virtual Element Method | | | |
Bochev | A new parameter-free stabilization approach for advection-diffusion equations based on H(curl)-lifting of multi-scale fluxes. | | | |
Buffa | Isogeometric mortaring | | | |
Burman | Stabilized finite element methods for non symmetric, non coercive and ill-posed problems | | | |
Chernov | Improved stability estimates for the hp-Raviart-Thomas projection operator on quadrilaterals | | | |
Childs | Numerical analysis and seismic imaging | | | |
Christiansen | Upwinding in finite element systems | | | |
Cockburn | The HDG methods I | | | |
Cockburn | The HDG methods II | | | |
Davydov | Kernel Based Finite Difference Methods | | | |
Dedner | Discontinuous Galerkin methods for surface pdes | | | |
Demkowicz | Discontinuous Petrov Galerkin (DPG) Method with Optimal Test Functions I | | | |
Demkowicz | Discontinuous Petrov Galerkin (DPG) Method with Optimal Test Functions II | | | |
Demlow | A posteriori error estimation in the finite element exterior calculus framework | | | |
Elliott | Evolving Surface Finite Element method | | | |
Ern | Hybrid high-order schemes on general meshes for elliptic PDEs | | | |
Graham | On shifted Laplace and related preconditioners for finite element approximations of the Helmholtz equation | | | |
Guzman | On the accuracy of finite element approximations to a class of interface problems | | | |
Hiptmair | Plane Wave Discontinuous Galerkin Methods I | | | |
Hiptmair | Plane Wave Discontinuous Galerkin Methods II | | | |
Houston | hp-Version Discontinuous Galerkin Methods on Polygonal and Polyhedral Meshes | | | |
Hughes | Isogeometric Analysis: Introduction and recent developments I | | | |
Hughes | Isogeometric Analysis: Introduction and recent developments II | | | |
Jensen | A Finite Element Method for Hamilton-Jacobi-Bellman equations | | | |
Kirby | Bernstein polynomials and finite element algorithms | | | |
Lakkis | NVFEM: a Galerkin method for (fully) nonlinear elliptic equations | | | |
Lipnikov | The mimetic finite difference method for elliptic problems I | | | |
Lipnikov | The mimetic finite difference method for elliptic problems II | | | |
Makridakis | Finite Elements and Multiscale Modelling in Crystalline Materials | | | |
Manzini | Nonconforming mimetic methods for diffusion problems | | | |
Moiola | Approximation by plane and circular waves | | | |
Monk | Optimizing thin-film solar photovoltaic devices | | | |
Mora | A Virtual Element Method for a Steklov eigenvalue problem. | | | |
Morin | A posteriori error estimators for weighted norms. Adaptivity for point sources and local errors | | | |
Muga | DPG Strategies for the Helmholtz Equation | | | |
Nigam | Pyramidal finite elements | | | |
Nilsen | Practical challenges faced when using modern approaches to numerical PDEs to simulate petroleum reservoirs | | | |
Perugia | Trefftz-Discontinuous Galerkin Methods for Maxwell's Equations | | | |
Peterseim | Efficient and reliable numerical homogenization beyond scale separation | | | |
Russo | Virtual Element Methods for general elliptic equations | | | |
Sangalli | An isogeometric method for linear nearly-incompressible elasticity with local stress projection | | | |
Scheichl | Rigorous Numerical Upscaling of Elliptic Multiscale Problems at High Contrast | | | |
Shu | Discontinuous Galerkin method for hyperbolic equations with delta-singularities I | | | |
Shu | Discontinuous Galerkin method for hyperbolic equations with delta-singularities II | | | |
Stamm | A posteriori estimates for discontinuous Galerkin methods using non-polynomial basis functions | | | |
Tsogtgerel | On approximation classes of adaptive finite element methods | | | |
Valentin | Multiscale Hybrid-Mixed Finite Element Method | | | |