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- Hypre abstract "The Parallel High Performance Preconditioners (hypre) is a library of routines for scalable (parallel) solution of linear systems. The built-in BLOPEX package in addition allows solving eigenvalue problems. The main strength of Hypre is availability of high performance parallel multigrid preconditioners for both structured and unstructured grid problems, see (Falgout et al., 2005, 2006). Currently, Hypre supports only real double-precision arithmetic. Hypre uses the Message Passing Interface (MPI) standard for all message-passing communication. The current beta version of Hypre is 2.8.0b; released 2010/11/14. PETSc has an interface to call Hypre preconditioners. Hypre is being developed and is supported by members of the Scalable Linear Solvers project within the Lawrence Livermore National Laboratory.".
- Hypre language Fortran.
- Hypre latestReleaseDate "2011-11-14".
- Hypre latestReleaseVersion "hypre-2.8.0b".
- Hypre license GNU_Lesser_General_Public_License.
- Hypre wikiPageExternalLink blopex.
- Hypre wikiPageExternalLink petsc.
- Hypre wikiPageExternalLink software.html.
- Hypre wikiPageID "26957797".
- Hypre wikiPageRevisionID "574521340".
- Hypre genre "High-performance Parallel Software for linear systems and eigenvalue problems".
- Hypre hasPhotoCollection Hypre.
- Hypre language "C ,C++, FORTRAN".
- Hypre latestReleaseDate "2011-11-14".
- Hypre latestReleaseVersion "hypre-2.8.0b".
- Hypre license GNU_Lesser_General_Public_License.
- Hypre name "HYPRE".
- Hypre operatingSystem Linux.
- Hypre operatingSystem Unix.
- Hypre website software.html.
- Hypre subject Category:Numerical_libraries.
- Hypre subject Category:Numerical_linear_algebra.
- Hypre subject Category:Scientific_simulation_software.
- Hypre type CausalAgent100007347.
- Hypre type EigenvalueSolvers.
- Hypre type Intellectual109621545.
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- Hypre type ProblemSolver110458111.
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- Hypre type YagoLegalActor.
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- Hypre type Software.
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- Hypre comment "The Parallel High Performance Preconditioners (hypre) is a library of routines for scalable (parallel) solution of linear systems. The built-in BLOPEX package in addition allows solving eigenvalue problems. The main strength of Hypre is availability of high performance parallel multigrid preconditioners for both structured and unstructured grid problems, see (Falgout et al., 2005, 2006). Currently, Hypre supports only real double-precision arithmetic.".
- Hypre label "Hypre".
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- Hypre sameAs Q17028513.
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- Hypre sameAs Hypre.
- Hypre wasDerivedFrom Hypre?oldid=574521340.
- Hypre homepage software.html.
- Hypre isPrimaryTopicOf Hypre.
- Hypre name "HYPRE".