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Showing 1 to 4 of 4 for “"high order convergence"”.

  1. DGM-FD: A Finite Difference Scheme Based on the Discontinuous Galerkin Method

    … of a method, efficiency can be assessed by convergence rates and effective adaptability to different mesh structures. Finite difference and finite element methods are commonly used numerical schemes in CAA. Finite difference methods have the advantages of ease of use as well as high order

    odu Repository record for DGM-FD: A Finite Difference Scheme Based on the Discontinuous Galerkin Method (opens in a new tab)

  2. High-order retractions for reduced-order modeling and uncertainty quantification

    … grows just as fast. As a consequence, reduced-order modeling has become an essential technique in the computational scientist's toolbox. By reducing the dimensionality of a system, we are able to obtain approximate solutions to otherwise intractable problems. And because the methodology we …

    mit Repository record for High-order retractions for reduced-order modeling and uncertainty quantification (opens in a new tab)

  3. Understanding and Improving Moment Method Scattering Solutions

    … operator is then derived that increases the convergence rate of the discretized 2D magnetic field integral equation by three orders.</p>

    byu Repository record for Understanding and Improving Moment Method Scattering Solutions (opens in a new tab)

  4. High-order hybrid methods using Green's functions and finite elements

    … method for N-body calculations and a new high-order method for elliptic interface problems on non-conforming volume meshes. First, the FE-based particle-particle--particle-mesh (FE-P3M) method for N-body problems is introduced. P3M methods are designed to compute quantities (e.g. …

    uiuc Repository record for High-order hybrid methods using Green's functions and finite elements (opens in a new tab)