<?
xml version=
"1.0" encoding=
"UTF-8"?>
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<TitlePage>
<Title>
SCO
</Title>
<Subtitle>
SCO - Simplicial Cohomology of Orbifolds
</Subtitle>
<
Version>
2023.08-01
</
Version>
<Author>
Simon Görtzen<Alt Only=
"LaTeX"><Br/></Alt>
<Address>
Simon Görtzen<Br/>
Lehrstuhl B fuer Mathematik, RWTH Aachen<Br/>
Templergraben 64<Br/>
52062 Aachen<Br/>
Germany<Br/>
</Address>
<Email>simon.goertzen@rwth-aachen.de</Email>
<Homepage>
https://www.linkedin.com/in/simongoertzen/</Homepage>
</Author>
<Date>
23 August 2023
</Date>
<Abstract>
This document explains the primary uses of the &SCO;
package. Included in this manual is a documented list of
the most important methods and functions you will
need. For the theoretical basis of this package please
refer to my diploma thesis and the corresponding paper
(work in progress; <Cite Key=
"Goe"/>).
</Abstract>
<Copyright>
©right; 2007-2011 by Simon Goertzen<P/>
This package may be distributed under the terms and conditions of the GNU
Public License
Version 2 or (at your option) any later
version.
</Copyright>
<Acknowledgements>
The &SCO; package would not have been possible
without the theoretical work by I. Moerdijk and D. A. Pronk
concerning simplicial cohomology of orbifolds <Cite
Key=
"mps"/>. Many thanks to these two, as well as Mohamed Barakat
and the Lehrstuhl B für Mathematik at RWTH Aachen University in
general. It should be noted that &SCO; in its current functionality
is dependent on the &GAP; package &homalg; by M. Barakat <Cite
Key=
"homalg-package"/>, as it relies on &homalg; to do the actual
computations. This manual was created with the help of the &GAPDoc;
package by M. Neunhöffer and F. Lübeck.
</Acknowledgements>
</TitlePage>