https://bugzilla.redhat.com/show_bug.cgi?id=2274394
Bug ID: 2274394
Summary: Review Request: OpenCTM - Software supporting a file
format for compression of 3D triangle meshes
Product: Fedora
Version: rawhide
Hardware: All
OS: Linux
Status: NEW
Component: Package Review
Severity: medium
Priority: medium
Assignee: nobody(a)fedoraproject.org
Reporter: code(a)musicinmybrain.net
QA Contact: extras-qa(a)fedoraproject.org
CC: package-review(a)lists.fedoraproject.org
Target Milestone: ---
Classification: Fedora
Spec URL: https://music.fedorapeople.org/OpenCTM.spec
SRPM URL: https://music.fedorapeople.org/OpenCTM-1.0.3-1.fc39.src.rpm
Description:
OpenCTM is a file format, a software library and a tool set for compression of
3D triangle meshes. The geometry is compressed to a fraction of comparable file
formats (3DS, STL, COLLADA, VRML...), and the format is easily accessible
through a simple, portable API.
Fedora Account System Username: music
This will support a new python-openctm package for
https://pypi.org/project/openctm/, which is a recommended dependency currently
patched out of python-trimesh. Accordingly, it will be a neuro-sig package.
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https://bugzilla.redhat.com/show_bug.cgi?id=2277899
Bug ID: 2277899
Summary: Review Request: gap-pkg-kbmag - Knuth-Bendix on
Monoids and Automatic Groups
Product: Fedora
Version: rawhide
Hardware: All
OS: Linux
Status: NEW
Component: Package Review
Severity: medium
Priority: medium
Assignee: nobody(a)fedoraproject.org
Reporter: loganjerry(a)gmail.com
QA Contact: extras-qa(a)fedoraproject.org
CC: package-review(a)lists.fedoraproject.org
Target Milestone: ---
Classification: Fedora
Spec URL: https://jjames.fedorapeople.org/gap-pkg-kbmag/gap-pkg-kbmag.spec
SRPM URL:
https://jjames.fedorapeople.org/gap-pkg-kbmag/gap-pkg-kbmag-1.5.11-1.fc41.s…
Fedora Account System Username: jjames
Description: KBMAG (pronounced Kay-bee-mag) stands for Knuth-Bendix on Monoids,
and Automatic Groups. It is a stand-alone package written in C, for use under
UNIX, with an interface to GAP. There are interfaces for the use of KBMAG with
finitely presented groups, monoids and semigroups defined within GAP. The
package also contains a collection of routines for manipulating finite state
automata, which can be accessed via the GAP interface.
The overall objective of KBMAG is to construct a normal form for the elements
of a finitely presented group G in terms of the given generators together with
a word reduction algorithm for calculating the normal form representation of an
element in G, given as a word in the generators. If this can be achieved, then
it is also possible to enumerate the words in normal form up to a given length,
and to determine the order of the group, by counting the number of words in
normal form. In most serious applications, this will be infinite, since finite
groups are (with some exceptions) usually handled better by Todd-Coxeter
related methods. In fact a finite state automaton W is calculated that accepts
precisely the language of words in the group generators that are in normal
form, and W is used for the enumeration and counting functions. It is possible
to inspect W directly if required; for example, it is often possible to use W
to determine whether an element in G has finite or infinite order.
The normal form for an element g in G is defined to be the least word in the
group generators (and their inverses) that represents G, with respect to a
specified ordering on the set of all words in the group generators.
KBMAG offers two possible means of achieving these objectives. The first is to
apply the Knuth-Bendix algorithm to the group presentation, with one of the
available orderings on words, and hope that the algorithm will complete with a
finite confluent presentation. (If the group is finite, then it is guaranteed
to complete eventually but, like the Todd-Coxeter procedure, it may take a long
time, or require more space than is available.) The second is to use the
automatic group program. This also uses the Knuth-Bendix procedure as one
component of the algorithm, but it aims to compute certain finite state
automata rather than to obtain a finite confluent rewriting system, and it
completes successfully on many examples for which such a finite system does not
exist. In the current implementation, its use is restricted to the shortlex
ordering on words. That is, words are ordered first by increasing length, and
then words of equal length are ordered lexicographically, using the specified
ordering of the generators.
The GAP4 version of KBMAG also offers extensive facilities for finding
confluent presentations and finding automatic structures relative to a
specified finitely generated subgroup of the group G. Finally, there is a
collection of functions for manipulating finite state automata that may be of
independent interest.
I am willing to swap reviews.
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https://bugzilla.redhat.com/show_bug.cgi?id=2295139
Bug ID: 2295139
Summary: Review Request: rustscan - Modern port scanner
Product: Fedora
Version: rawhide
Hardware: All
OS: Linux
Status: NEW
Component: Package Review
Severity: medium
Priority: medium
Assignee: nobody(a)fedoraproject.org
Reporter: rh-bugzilla(a)pfeister.dev
QA Contact: extras-qa(a)fedoraproject.org
CC: package-review(a)lists.fedoraproject.org
Target Milestone: ---
Classification: Fedora
Spec URL: https://github.com/ppfeister/rustscan-fedora.git
SRPM URL:
https://download.copr.fedorainfracloud.org/results/ppfeister/RustScan/fedor…
Description: RustScan is a modern take on the port scanner. Sleek & fast. All
while providing extensive extendability to you.
Fedora Account System Username: ppfeister
Notes:
- Depends on several packages also up for review. Offline copr builds
(ppfeister/RustScan) with those dependencies present succeed with review file
generated.
- While package is able to be found on crates[.]io, that distribution channel
has been long since forgotten about and is wholly unsupported and not updated.
While normally preferred, that is not a viable channel.
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