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Multivariate interpolation / Polynomials / Polyharmonic spline / Thin plate spline / Polynomial interpolation / Finite volume method / Stencil / Lagrange polynomial / Polynomial / Numerical analysis / Interpolation / Splines


ADAPTIVE ADER METHODS USING KERNEL-BASED POLYHARMONIC SPLINE WENO RECONSTRUCTION TERHEMEN ABOIYAR∗ , EMMANUIL H. GEORGOULIS† , AND ARMIN ISKE‡ Abstract. An adaptive ADER finite volume method on unstructured meshes
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Document Date: 2010-08-19 15:02:15


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File Size: 2,52 MB

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City

USING KERNEL / Kernel / Leicester / Hamburg / Makurdi / /

Country

Germany / Nigeria / United Kingdom / /

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Facility

University of Hamburg / University of Leicester / Stable Evaluation / University Road / University of Agriculture / /

IndustryTerm

inner product / scalar conservation law ut / energy value / fundamental solution / reconstruction algorithm / numerical solution / energy / /

Organization

Department of Mathematics/Statistics/Computer Science / University of Agriculture / University of Leicester / Department of Mathematics / University of Hamburg / /

Position

Prime Minister / /

Technology

ensuing WENO reconstruction algorithm / /

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