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  • RefficientLib
  • Referenced in 5 articles [sw20337]
  • proposed algorithm is that arbitrary renumbering algorithms can be used in the load rebalancing step ... including both graph partitioning and space-filling renumbering algorithms. The presented algorithm is packed...

  • Pedcheck
  • Referenced in 4 articles [sw08985]
  • data that may have been recoded and renumbered can be not only tedious but also...

  • RCM
  • Referenced in 1 article [sw30524]
  • numbering of the nodes. By an appropriate renumbering of the nodes, it is often possible...

  • FIAT
  • Referenced in 35 articles [sw00287]
  • Algorithm 839: FIAT, a new paradigm for computing...

  • Gmsh
  • Referenced in 576 articles [sw00366]
  • Gmsh is a 3D finite element grid generator...

  • HSL
  • Referenced in 269 articles [sw00418]
  • HSL (formerly the Harwell Subroutine Library) is a...

  • hypre
  • Referenced in 263 articles [sw00426]
  • hypre is a software library for the solution...

  • Matlab
  • Referenced in 12074 articles [sw00558]
  • MATLAB® is a high-level language and interactive...

  • PETSc
  • Referenced in 1148 articles [sw04012]
  • The Portable, Extensible Toolkit for Scientific Computation (PETSc...

  • BILUM
  • Referenced in 49 articles [sw04015]
  • BILUM is a set of programs designed for...

  • BiCGstab
  • Referenced in 122 articles [sw04022]
  • BiCGstab($l$) and other hybrid Bi-CG methods...

  • COSMOS/M
  • Referenced in 12 articles [sw04289]
  • COSMOS/M is a complete, modular, self-contained finite...

  • DOLFIN
  • Referenced in 161 articles [sw04313]
  • DOLFIN is a C++/Python library that functions...

  • FEniCS
  • Referenced in 553 articles [sw04314]
  • The FEniCS Project is a collaborative project for...

  • ILUM
  • Referenced in 62 articles [sw07244]
  • ILUM: A multi-elimination ILU preconditioner for general...

  • DIMACS
  • Referenced in 515 articles [sw08221]
  • The DIMACS Implementation Challenges address questions of determining...

  • symrcm
  • Referenced in 376 articles [sw08566]
  • symrcm: Sparse reverse Cuthill-McKee ordering. r = symrcm...