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DTSTAMP:20220812T074357Z
LOCATION:Samarkand Room
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UID:submissions.pasc-conference.org_PASC22_sess178@linklings.com
SUMMARY:AP2D - ACM Papers Session 2D
DESCRIPTION:Paper\n\nOn the Construction of AMG Prolongation through Energ
 y Minimization\n\nIsotton, Franceschini, Janna\n\nAlgebraic Multigrid (AMG
 ) is a very popular iterative method used in several applications. This wi
 de spread is due to its effectiveness in solving linear systems arising fr
 om PDEs discretization. The key feature of AMG is its optimality, i.e., th
 e ability to guarantee a con- vergence rate independen...\n\n-------------
 --------\nTowards Data-Driven Inference of Stencils for Discrete Different
 ial Operators\n\nSchumann, Neumann\n\nFinite element, finite difference or
  similar methods allow to numerically solve ordinary (ODEs) and partial di
 fferential equations (PDEs). The backbone of all these discrete approaches
  are matrices with non-zero coefficients for close-by degrees of freedom —
 the so called stencil—which ap...\n\n\nDomain: Computer Science and Applie
 d Mathematics
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