[Date Prev][Date Next] [Thread Prev][Thread Next] [Date Index] [Thread Index]

Bug#971079: marked as done (ITP: gap-aclib -- Almost Crystallographic Groups - A Library and Algorithms)

Your message dated Sun, 01 Nov 2020 16:00:10 +0000
with message-id <E1kZFm6-000Cyr-7u@fasolo.debian.org>
and subject line Bug#971079: fixed in gap-aclib 1.3.2-1
has caused the Debian Bug report #971079,
regarding ITP: gap-aclib -- Almost Crystallographic Groups - A Library and Algorithms
to be marked as done.

This means that you claim that the problem has been dealt with.
If this is not the case it is now your responsibility to reopen the
Bug report if necessary, and/or fix the problem forthwith.

(NB: If you are a system administrator and have no idea what this
message is talking about, this may indicate a serious mail system
misconfiguration somewhere. Please contact owner@bugs.debian.org
immediately.)


-- 
971079: https://bugs.debian.org/cgi-bin/bugreport.cgi?bug=971079
Debian Bug Tracking System
Contact owner@bugs.debian.org with problems
--- Begin Message --- 
Package: wnpp
Severity: wishlist
Owner: Joachim Zobel <jz-2016@heute-morgen.de>
X-Debbugs-Cc: debian-devel@lists.debian.org

* Package name    : gap-aclib
  Version         : 1.3.2
  Upstream Author : Karel Dekimpe <Karel.Dekimpe@kuleuven.be>, Bettina Eick
<beick@tu-bs.de>
* URL             : http://www.gap-system.org/Packages/aclib.html
* License         : Artistic-2
  Programming Lang: GAP 4
  Description     : Almost Crystallographic Groups - A Library and Algorithms

The AClib package contains a library of almost crystallographic groups and a
some algorithms to compute with these groups. A group is called almost
crystallographic if it is finitely generated nilpotent-by-finite and has no
non-trivial finite normal subgroups. Further, an almost crystallographic
group is called almost Bieberbach if it is torsion-free. The almost
crystallographic groups of Hirsch length 3 and a part of the almost
cyrstallographic groups of Hirsch length 4 have been classified by Dekimpe.
This classification includes all almost Bieberbach groups of Hirsch lengths 3
or 4. The AClib package gives access to this classification; that is, the
package contains this library of groups in a computationally useful form. The
groups in this library are available in two different representations. First,
each of the groups of Hirsch length 3 or 4 has a rational matrix
representation of dimension 4 or 5, respectively, and such representations
are available in this package. Secondly, all the groups in this libraray are
(infinite) polycyclic groups and the package also incorporates polycyclic
presentations for them. The polycyclic presentations can be used to compute
with the given groups using the methods of the Polycyclic package.

I am packaging this because it is a dependency for gap-hap (see Bug#968545).

--- End Message ---
--- Begin Message --- 
Source: gap-aclib
Source-Version: 1.3.2-1
Done: Joachim Zobel <jz-2017@heute-morgen.de>

We believe that the bug you reported is fixed in the latest version of
gap-aclib, which is due to be installed in the Debian FTP archive.

A summary of the changes between this version and the previous one is
attached.

Thank you for reporting the bug, which will now be closed.  If you
have further comments please address them to 971079@bugs.debian.org,
and the maintainer will reopen the bug report if appropriate.

Debian distribution maintenance software
pp.
Joachim Zobel <jz-2017@heute-morgen.de> (supplier of updated gap-aclib package)

(This message was generated automatically at their request; if you
believe that there is a problem with it please contact the archive
administrators by mailing ftpmaster@ftp-master.debian.org)


-----BEGIN PGP SIGNED MESSAGE-----
Hash: SHA512

Format: 1.8
Date: Mon, 21 Sep 2020 06:54:25 +0200
Source: gap-aclib
Binary: gap-aclib
Architecture: source all
Version: 1.3.2-1
Distribution: unstable
Urgency: low
Maintainer: Joachim Zobel <jz-2017@heute-morgen.de>
Changed-By: Joachim Zobel <jz-2017@heute-morgen.de>
Description:
 gap-aclib  - GAP AClib - Almost Crystallographic Groups - A Library and Algori
Closes: 971079
Changes:
 gap-aclib (1.3.2-1) unstable; urgency=low
 .
   [ Joachim Zobel ]
   * Initial Release (Closes: #971079).
   * Created with gap2deb
   * Corrected license (Artistic-2)
   * Patch doc-doc2etc adapts to gap directory structure
   * Patch doc-sixdot to adapt to build outside of the gap tree
   * Adapted doc/Makefile
   * Added another link
   * Added tex build dependencies
Checksums-Sha1:
 50b795496b0837465ed975e1103ed70dac350565 1847 gap-aclib_1.3.2-1.dsc
 2acce2e8ad0f1af522bcac438b7721aad3ff0e37 262820 gap-aclib_1.3.2.orig.tar.gz
 c4620c5d9f1f14360b3feb325bc1f9a8cced0727 6236 gap-aclib_1.3.2-1.debian.tar.xz
 5c6ae038d0eefeaf1a4517ca0fc985c52bd34d3f 229248 gap-aclib_1.3.2-1_all.deb
 3131403660546c60594872597bb438b1d35162e5 8028 gap-aclib_1.3.2-1_amd64.buildinfo
Checksums-Sha256:
 66f587f6dee0ac8403022624a822d748762c8ca5a2cc96c31a754e61c7b75460 1847 gap-aclib_1.3.2-1.dsc
 28e18eb752c848e1d77ae8323bab56020eff63490eb37741e5480e2842ad862a 262820 gap-aclib_1.3.2.orig.tar.gz
 8c581763b53ef952a7acfe1dcaf9b8c39da57944673988a8cae277f4c6891cc9 6236 gap-aclib_1.3.2-1.debian.tar.xz
 ba38c409c573007a9ccaedf35026b670e25cabaaf9729c94a56744c9ee0bc1ba 229248 gap-aclib_1.3.2-1_all.deb
 b578e5c210d8af6c6d9dd78001786d78a83b56e792fdb8d2be72757552502957 8028 gap-aclib_1.3.2-1_amd64.buildinfo
Files:
 ab0b34df19c0edc74ab457f83dbe82d5 1847 math optional gap-aclib_1.3.2-1.dsc
 579f7f0ebf0ab582a04d61f6f22e3344 262820 math optional gap-aclib_1.3.2.orig.tar.gz
 1087e0424b3d0199cc0ce720dab10b12 6236 math optional gap-aclib_1.3.2-1.debian.tar.xz
 d45e11ac81d3c2c31ddb8b7c853bae0c 229248 math optional gap-aclib_1.3.2-1_all.deb
 3a9a4b3e8c7162be04c75dd0ac90b858 8028 math optional gap-aclib_1.3.2-1_amd64.buildinfo

-----BEGIN PGP SIGNATURE-----

iQIzBAEBCgAdFiEEQgKOpASi6dgKxFMUjw58K0Ui44cFAl+ewfQACgkQjw58K0Ui
44dfzxAAiUC+GW3WVo7FxlWIOC8LoaU711B2UmPdYRhTnyJ48ROZBcweZEjlSeJu
SUAOX+pcYQB+nsfZtrp2p3B5OMik6A0VHWcAsuUUr1kVfHJzqeGX6nMkW6AFnxG0
tmtX9CkkGqQjWpt1tbB5pQusZt8p/DkBQ88NWJ0xxgrllHz4WDewOlt1wAJcjFbe
faOjkvZnjQCotXk6T2hMs5/U9ZLQ70wTIVHQAzCtmVHWXmwI4LVwGescVSUYB7c4
RhxtglaflO44RKV6HTlsRoO4/2TIbqpVdBVTDN80SiJQ41nMT87bu1HgFawkvjO4
6DZOgNUuUVF6NqY92v1NT0rohlSw1CCmJoBvk5kNO8rveVdVQ1OO0K248ukl2/lo
IyKJPEOB5JubYtA520riG90hR3jDwyjY1XLkTIi5ksjWF2DbN1pi6GRFK1KmKz3R
BioyLidqS9SC7UE8taBHUdxASRbDtc722iP575RqYXpvhzDC50VupRaBc7wWLUel
4FHqjZtEgcZBi5utABQDkBv0moEgs0ZvovecwkTl2LOKYOTk0S5BHbSaxUJuRzqA
0HgM5BIih5PWRuiXEn9ZSj6jGzL/3BnhxdRLyS5gJersULrdpU5x1nYgX7yqGgvD
GjG95/U/2r1SxDnAXdVdzX7ZNfgx6NnqpKFvJaXtv8dr0+lMKUo=
=bEXA
-----END PGP SIGNATURE-----

--- End Message ---
Reply to: