Searched refs:BP3 (Results 1 – 11 of 11) sorted by relevance
| /libCEED/examples/deal.II/ |
| H A D | bps.h | 45 BP3, enumerator 67 else if (type == BPType::BP3) in BPInfo() 79 (type == BPType::BP1 || type == BPType::BP3 || type == BPType::BP5) ? 1 : dim; in BPInfo()
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| H A D | bps-kokkos.cc | 98 bp = BPType::BP3; in parse() 161 (bp == BPType::BP1 || bp == BPType::BP3 || bp == BPType::BP5) ? 1 : dim; in main()
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| H A D | bps-cpu.cc | 98 bp = BPType::BP3; in parse() 161 (bp == BPType::BP1 || bp == BPType::BP3 || bp == BPType::BP5) ? 1 : dim; in main()
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| H A D | bps-ceed.h | 105 if (bp == BPType::BP1 || bp == BPType::BP3 || bp == BPType::BP5) in reinit() 221 else if (bp == BPType::BP3 || bp == BPType::BP5) in reinit()
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| /libCEED/examples/mfem/ |
| H A D | README.md | 3 These examples show to write libCEED operators (BP1 and BP3) within the open-source finite element …
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| /libCEED/examples/ |
| H A D | README.md | 28 * BP3 (scalar Laplace operator) with $Q=P+1$ 34 * BP3 (scalar Laplace operator) with $Q=P+1$ 38 * BP3 (scalar Laplace operator) with $Q=P+1$ 44 * BP3 (scalar Laplace operator) with $Q=P+1$
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| H A D | bps.md | 54 The Laplace's operator used in BP3-BP6 is defined via the following variational formulation, i.e., …
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| /libCEED/doc/sphinx/source/ |
| H A D | releasenotes.md | 400 problems, namely BP2 and BP4 (the vector-valued versions of BP1 and BP3, respectively), 402 as the Gauss Lobatto nodes---of BP3 and BP4 respectively) were added to the PETSc 441 * BP3 (scalar Laplace operator) 445 * BP3 (scalar Laplace operator) 452 * BP3 (scalar Laplace operator) 518 * BP3 (scalar Laplace operator) 521 * BP3 (scalar Laplace operator) 525 * BP3 (scalar Laplace operator) 574 * BP3 (scalar Laplace operator) 577 * BP3 (scalar Laplace operator) [all …]
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| /libCEED/examples/nek/bps/ |
| H A D | bps.usr | 11 C_TESTARGS(name="BP3") -c {ceed_resource} -e bp3 -n 1 -b 4 -test 242 C Set sine initial condition for BP3 1006 C Solution to BP3 using libCEED 1482 C Local matrix-vector for solution of BP3 (stiffness matrix) 1544 C Local matrix-vector for solution of BP3 (stiffness matrix) 1578 C Vector conjugate gradient matvec for solution of BP3 (stiffness matrix)
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| /libCEED/doc/papers/joss/ |
| H A D | paper.md | 149 …CP-paper]. \autoref{fig:bp3} compares the performance of `libCEED` solving BP3 (CG iteration on a … 151 ![Performance for BP3 using the \texttt{xsmm/blocked} backend on a 2-socket AMD EPYC 7452 (32-core,…
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| /libCEED/examples/petsc/ |
| H A D | index.md | 105 For the Poisson's problem, BP3-BP6, on the cubed-sphere, in addition to equation {eq}`eq-jacobian-s…
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