File debian.control of Package dune-common

Source: dune-common
Section: libs
Priority: extra
Maintainer: Dune Team <dune@dune-project.org>
Build-Depends: debhelper (>= 7.0.50~), gfortran, automake (>= 1.50), autoconf (>= 2.50), doxygen, wml, libtool, texlive-base, pgf, imagemagick, ghostscript, graphviz, inkscape
Standards-Version: 3.9.1
Homepage: http://www.dune-project.org/
Vcs-Svn: https://svn.dune-project.org/svn/dune-common/trunk dune-common
Vcs-Browser: http://svn.dune-project.org/websvn/listing.php?repname=dune-common&path=%2Ftrunk%2F&rev=0&sc=0

Package: dune-common-dbg
Architecture: any
Section: debug
Depends: dune-common0 (= ${binary:Version}), ${misc:Depends}
Description: The infrastructure module of Dune -- debug symbols
 dune-common is the infrastructure module of the Distributed and Unified
 Numerics Environment (DUNE) system.  DUNE is a set of libraries for
 grid-based numerical methods for solving partial differential equations.

Package: dune-common-docs
Architecture: any
Section: doc
Depends: ${misc:Depends}
Description: The infrastructure module of Dune -- documentation
 dune-common is the infrastructure module of the Distributed and Unified
 Numerics Environment (DUNE) system.  DUNE is a set of libraries for
 grid-based numerical methods for solving partial differential equations.

Package: dune-common-dev
Section: libdevel
Architecture: any
Depends: dune-common0 (= ${binary:Version}), ${misc:Depends}
Description: The infrastructure module of Dune -- development files
 dune-common is the infrastructure module of the Distributed and Unified
 Numerics Environment (DUNE) system.  DUNE is a set of libraries for
 grid-based numerical methods for solving partial differential equations.

Package: dune-common0
Section: libs
Architecture: any
Depends: ${shlibs:Depends}, ${misc:Depends}
Description: The infrastructure module of Dune
 dune-common is the infrastructure module of the Distributed and Unified
 Numerics Environment (DUNE) system.  DUNE is a set of libraries for
 grid-based numerical methods for solving partial differential equations.
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