Пакет-източник: superlu-dist (7.2.0+dfsg1-2)
Връзки за superlu-dist
Ресурси за Trisquel:
Отговорник:
Original Maintainers:
Външни препратки:
Следните двоични пакети са компилирани от този пакет-източник:
- libsuperlu-dist-dev
- Highly distributed solution of sparse linear equations
- libsuperlu-dist7
- Highly distributed solution of sparse linear equations
Други пакети, свързани с superlu-dist
- зависимости при компилиране
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- зависимости при компилиране (архитектурно-независими)
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-
- adep:
debhelper-compat
(= 13)
- Пакетът не е наличен
-
- adep:
dh-fortran-mod
- debhelper add-on to handle Fortran '.mod' files
-
- adep:
cmake
(>= 2.8.12)
- cross-platform, open-source make system
-
- adep:
mpi-default-dev
- Standard MPI development files (metapackage)
-
- adep:
mpi-default-bin
- Standard MPI runtime programs (metapackage)
-
- adep:
gfortran
- GNU Fortran 95 compiler
-
- adep:
libblas-dev
- Basic Linear Algebra Subroutines 3, static library
- или
libopenblas-dev
- Optimized BLAS (linear algebra) library (dev, meta)
- или
libblis-dev
- BLAS-like Library Instantiation Software Framework (dev,32bit,meta)
- или
libatlas-base-dev
- Automatically Tuned Linear Algebra Software, generic static
- или
libblas.so
- виртуален пакет, предлаган от
libatlas-base-dev, libblas-dev, libblis-openmp-dev, libblis-pthread-dev, libblis-serial-dev, libopenblas-openmp-dev, libopenblas-pthread-dev, libopenblas-serial-dev
-
- adep:
liblapack-dev
- Library of linear algebra routines 3 - static version
- или
libopenblas-dev
- Optimized BLAS (linear algebra) library (dev, meta)
- или
libatlas-base-dev
- Automatically Tuned Linear Algebra Software, generic static
- или
liblapack.so
- виртуален пакет, предлаган от
libatlas-base-dev, liblapack-dev, libopenblas-openmp-dev, libopenblas-pthread-dev, libopenblas-serial-dev
-
- adep:
libcombblas-dev
(>= 1.6.2-3)
- an extensible parallel graph library for graph analytics
-
- adep:
libscotchparmetis-dev
- programs and libraries for graph, mesh and hypergraph partitioning
-
- adep:
libmetis-dev
- Serial Graph Partitioning and Fill-reducing Matrix Ordering. Header