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NAME

       Coinst - computes the co-installability kernel of a package repostory

SYNOPSIS

       coinst [options]

DESCRIPTION

       coinst  reads  a  package repository in debian format or RPM format from standard input, and computes the
       co-installability kernel of the repository (see below). The graph of the kernel is written in dot  format
       to a file, and a diagnostic is written to standard output. This diagnostic consists by default of:

         - the list of equivalence classes of packages

         - the list of non-installable packages

         - the list of not co-installable pairs of packages

CO-INSTALLABILITY KERNELS

       A  set of packages is called co-installable with respect to a repository R if it can be extended to a set
       of packages from R that  satisfies  all  inter-package  relations  (dependencies,  conflicts,  etc.).  In
       particular, a package p is installable if the set {p} consisting of p only is co-installable.

       This  tool  reduces a repository R to a much smaller one, its so-called co-installability kernel R', that
       behaves exactly the same as far as co-installability of package is concerned: Any set of  packages  P  is
       co-installable with respect to P iff it co-installable with respect to R'. This is achieved by

         - dropping all relations that are not relevant for this purpose. For instance, dependencies that do not
           lead directly or indirectly to any conflicts are dropped.

         - identifying all packages that behave the same. For instance, packages that are not in  conflict  with
           any  other package (even not through dependency chains) behave the same since they are co-installable
           together with any other co-installable set of packages, and packages that are not installable at  all
           behave the same since they may never be part of any co-installable set of packages.

       A more precise explanation can be found in the original research article underlying this tool.

       The  interest  of  computing  the  kernel  is  that  it is typically orders of magnitude smaller than the
       original repository.

OPTIONS

   Options controlling the input
       -deb   expect input in the format of a debian Packages file (default).

       -rpm   expect input in the format of an RPM hdlist.cz file.

       -ignore package
              ignore the package named package.

   Options controlling the graph output
       -o file
              write the graph to file instead of graph.dot

       -all   include all packages in the coinstallability graph

       -root p
              draw only the relevant portion of the graph around package p.

   Options controlling the diagnostic output
       -explain
              explain the list of non-installable pairs of packages.

       -stats show statistics regarding the input and output repositories

   Miscellaneous options
       -help, --help
              show command synopsis

EXAMPLE

       Reduce a current debian Packages file to its kernel:

          coinst -all -o raw.dot < sid_main_binary-amd64_Packages

       Layout the graph:

          dot raw.dot -o layout.dot:

       View the graph with dotty, or the viewer from the coinst_viewer package:

          dotty layout.dot
          coinst_viewer layout.dot

AUTHOR

       Coinst has been written by Jérome Vouillôn.  This manpage has been compiled  by  Ralf  Treinen  from  the
       original coinst documentation.

SEE ALSO

       dot(1),dotty(1),coinst_viewer(1)
       http://coinst.irill.org
       The  original  research  article  decribing the algorithm behind this tool is Roberto Di Cosmo and Jérôme
       Vouillon, On software component co-installability, 19th ACM  SIGSOFT  Symposium  on  the  Foundations  of
       Software  Engineering  (FSE-19)  and  ESEC'11:  13rd  European Software Engineering Conference (ESEC-13),
       Szeged, Hungary, September 5-9, 2011, pages 256-266.

                                                                                                       COINST(1)