Hi Jerome,

since I'd consider this a nice fit for Debian Science I wonder whether
you might want to maintain this in the Debian Science repository.

Kind regards

        Andreas.

On Thu, Jan 22, 2015 at 09:15:01PM +0100, Jerome Benoit wrote:
> Package: wnpp
> Severity: wishlist
> Owner: Jerome Benoit <calcu...@rezozer.net>
> 
> * Package name    : normaliz
>   Version         : 2.12.2
>   Upstream Author : Winfried Bruns, Bogdan Ichim, Tim R\"omer and Christof 
> S\"oger <norma...@uos.de>
> * URL             : http://www.home.uni-osnabrueck.de/wbruns/normaliz/
> * License         : GPL-3
>   Programming Lang: C++, Java
>   Description     : math tool for computations in affine monoids, and 
> rational polytopes and cones
> 
> Normaliz is a mathematical tool for computations in affine monoids, vector
> configurations, lattice polytopes, and rational cones.
> 
> Its input data can be specified in terms of:
>       - a system of generators or vertices;
>       - a system of linear Diophantine equations, inequalities and 
> congruences;
>       - a binomial ideal.
> Normaliz computes:
>       - the dual cone of a rational cone (in other words, given generators,
>         Normaliz computes the defining hyperplanes, and vice versa);
>       - a placing (or lexicographic) triangulation of a vector configuration
>         (resulting in a triangulation of the cone generated by it);
>       - the Hilbert basis of a rational cone;
>       - the lattice points of a rational polytope;
>       - the lattice points of a rational (unbounded) polyhedron;
>       - the normalization of an affine monoid;
>       - the Hilbert  (or Ehrhart) series and the Hilbert (or Ehrhart) (quasi)
>         polynomial under a Z-grading (for example, for rational polytopes);
>       - Ehrhart series for semiopen cones;
>       - generalized (or weighted) Ehrhart series and Lebesgue integrals of
>         polynomials over rational polytopes via NmzIntegrate (also in the
>         semiopen case);
>       - a description of the cone and lattice under consideration by a
>     system of inequalities, equations and congruences.
> 
> Normaliz can be started from the command line or from the GUI interface: the
> user indicates the type of input data in an input file and controls the
> computation and the output via the GUI interface or command line options.
> 
> 
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