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<entry
id=
"homalg"><manual>
<author>
<name><first>Mohamed</first><last>Barakat</last></name>
<name><first>Daniel</first><last>Robertz</last></name>
</author>
<title>The homalg package -- Maple</title>
<year>
2003-
2008</year>
<note>
http://homalg.math.rwth-aachen.de/maple/</note>
</manual></entry>
<entry
id=
"BRMTNS"><inproceedings>
<author>
<name><first>Mohamed</first><last>Barakat</last></name>
<name><first>Daniel</first><last>Robertz</last></name>
</author>
<title><C>Computing invariants of multidimensional linear systems on an
abstract homological level</C></title>
<booktitle><C>Proceedings of the
17th International Symposium on
Mathematical Theory of Networks and Systems (MTNS
2006), Kyoto
(Japan)</C></booktitle>
<year>
2006</year>
<pages>
542--
559</pages>
<note>
https://www.algebra.mathematik.uni-siegen.de/barakat/mtns/homalg_mtns06.pdf</
note>
</inproceedings></entry>
<entry id="BREACA"><inproceedings>
<author>
<name><first>Mohamed</first><last>Barakat</last></name>
<name><first>Daniel</first><last>Robertz</last></name>
</author>
<title>homalg: First steps to an abstract package for homological
algebra</title>
<booktitle><C>Proceedings of the X meeting on computational algebra and its
applications (<C>EACA 2006</C>), Sevilla (Spain)</C></booktitle>
<year>2006</year>
<pages>29--32</pages>
<note>https://www.algebra.mathematik.uni-siegen.de/barakat/eaca/homalg_eaca06.pdf</note>
</inproceedings></entry>
<entry id="homalg-package"><manual>
<author>
<name><first>Mohamed</first><last>Barakat</last></name>
</author>
<title>The homalg package -- GAP4</title>
<year>2007-2009</year>
<note>http://homalg.math.rwth-aachen.de/index.php/core-packages/homalg-package</note>
</manual></entry>
<entry id="homalg-project"><manual>
<author>
<name><first>The</first><last>homalg project authors</last></name>
</author>
<title>The homalg project</title>
<year>2003-2010</year>
<note>http://homalg.math.rwth-aachen.de/</note>
</manual></entry>
<entry id="BR"><article>
<author>
<name><first>Mohamed</first><last>Barakat</last></name>
<name><first>Daniel</first><last>Robertz</last></name>
</author>
<title>homalg -- <C>A</C> <C>M</C>eta-<C>P</C>ackage for <C>H</C>omological
<C>A</C>lgebra</title>
<journal>J. Algebra Appl.</journal>
<year>2008</year>
<volume>7</volume>
<number>3</number>
<pages>299--317</pages>
<note>arXiv:math.AC/0701146</note>
<issn>0219-4988</issn>
<mrnumber>MR2431811</mrnumber>
<mrclass>16E30 (16-04)</mrclass>
<other type="fjournal">Journal of Algebra and its Applications</other>
</article></entry>
<entry id="BB"><article>
<author>
<name><first>Mohamed</first><last>Barakat</last></name>
<name><first>Barbara</first><last>Bremer</last></name>
</author>
<title><C>Higher Extension Modules and the Yoneda Product</C></title>
<journal></journal>
<year></year>
<volume></volume>
<number></number>
<pages></pages>
<month></month>
<note>(arxiv.org/abs/0802.3179)</note>
<other type="eprint">arXiv:math.KT/0802.3179</other>
</article></entry>
<entry id="BaSF"><article>
<author>
<name><first>Mohamed</first><last>Barakat</last></name>
</author>
<title><C>Spectral Filtrations via Generalized Morphisms</C></title>
<journal></journal>
<year></year>
<volume></volume>
<number></number>
<pages></pages>
<month></month>
<note>arxiv.org/abs/0904.0240</note>
<other type="eprint">arXiv:math.KT/0904.0240</other>
</article></entry>
<entry id="ce"><book>
<author>
<name><first>Henri</first><last>Cartan</last></name>
<name><first>Samuel</first><last>Eilenberg</last></name>
</author>
<title>Homological algebra</title>
<publisher>Princeton University Press</publisher>
<year>1999</year>
<series>Princeton Landmarks in Mathematics</series>
<address>Princeton, NJ</address>
<note>With an appendix by David A. Buchsbaum,
Reprint of the 1956 original</note>
<isbn>0-691-04991-2</isbn>
<mrnumber>MR1731415 (2000h:18022)</mrnumber>
<mrclass>18Gxx (01A75)</mrclass>
<other type="pages">xvi+390</other>
</book></entry>
<entry id="GM"><book>
<author>
<name><first>Sergei I.</first><last>Gelfand</last></name>
<name><first>Yuri I.</first><last>Manin</last></name>
</author>
<title>Methods of homological algebra</title>
<publisher>Springer-Verlag</publisher>
<year>2003</year>
<series>Springer Monographs in Mathematics</series>
<address>Berlin</address>
<edition>2.</edition>
<isbn>3-540-43583-2</isbn>
<mrnumber>MR1950475 (2003m:18001)</mrnumber>
<mrclass>18-02 (18Exx 18Gxx 55U35)</mrclass>
<other type="pages">xx+372</other>
</book></entry>
<entry id="HS"><book>
<author>
<name><first>P. J.</first><last>Hilton</last></name>
<name><first>U.</first><last>Stammbach</last></name>
</author>
<title>A course in homological algebra</title>
<publisher>Springer-Verlag</publisher>
<year>1997</year>
<volume>4</volume>
<series>Graduate Texts in Mathematics</series>
<address>New York</address>
<edition>Second</edition>
<isbn>0-387-94823-6</isbn>
<mrnumber>MR1438546 (97k:18001)</mrnumber>
<mrclass>18-02 (17B56 18Gxx 20J05)</mrclass>
<other type="pages">xii+364</other>
</book></entry>
<entry id="lam"><book>
<author>
<name><first>T. Y.</first><last>Lam</last></name>
</author>
<title>Serre's problem on projective modules</title>
<publisher>Springer-Verlag</publisher>
<year>2006</year>
<series>Springer Monographs in Mathematics</series>
<address>Berlin</address>
<isbn>978-3-540-23317-6; 3-540-23317-2</isbn>
<mrnumber>MR2235330 (2007b:13014)</mrnumber>
<mrclass>13C10</mrclass>
<mrreviewer>Satyagopal Mandal</mrreviewer>
<other type="pages">xxii+401</other>
</book></entry>
<entry id="ML"><book>
<author>
<name><first>Saunders</first><last>Mac Lane</last></name>
</author>
<title>Homology</title>
<publisher>Academic Press Inc.</publisher>
<year>1963</year>
<series>Die Grundlehren der mathematischen Wissenschaften, Bd. 114</series>
<address>Publishers, New York</address>
<mrnumber>MR0156879 (28 \#122)</mrnumber>
<mrclass>18.20</mrclass>
<mrreviewer>D. Buchsbaum</mrreviewer>
<other type="pages">x+422</other>
</book></entry>
<entry id="McCRob"><book>
<author>
<name><first>J. C.</first><last>McConnell</last></name>
<name><first>J. C.</first><last>Robson</last></name>
</author>
<title>Noncommutative <C>N</C>oetherian rings</title>
<publisher>American Mathematical Society</publisher>
<year>2001</year>
<volume>30</volume>
<series>Graduate Studies in Mathematics</series>
<address>Providence, RI</address>
<edition>Revised</edition>
<note>With the cooperation of L. W. Small</note>
<isbn>0-8218-2169-5</isbn>
<mrnumber>MR1811901 (2001i:16039)</mrnumber>
<mrclass>16P40 (16-02)</mrclass>
<other type="pages">xx+636</other>
</book></entry>
<entry id="rot"><book>
<author>
<name><first>Joseph J.</first><last>Rotman</last></name>
</author>
<title>An introduction to homological algebra</title>
<publisher>Academic Press Inc. [Harcourt Brace Jovanovich
Publishers]</publisher>
<year>1979</year>
<volume>85</volume>
<series>Pure and Applied Mathematics</series>
<address>New York</address>
<isbn>0-12-599250-5</isbn>
<mrnumber>MR538169 (80k:18001)</mrnumber>
<mrclass>18-01 (16A62 18Gxx 20J05)</mrclass>
<other type="pages">xi+376</other>
</book></entry>
<entry id="weihom"><book>
<author>
<name><first>Charles A.</first><last>Weibel</last></name>
</author>
<title>An introduction to homological algebra</title>
<publisher>Cambridge University Press</publisher>
<year>1994</year>
<volume>38</volume>
<series>Cambridge Studies in Advanced Mathematics</series>
<address>Cambridge</address>
<isbn>0-521-43500-5; 0-521-55987-1</isbn>
<mrnumber>MR1269324 (95f:18001)</mrnumber>
<mrclass>18-01 (16-01 17-01 20-01 55Uxx)</mrclass>
<mrreviewer>Kenneth A. Brown</mrreviewer>
<other type="pages">xiv+450</other>
</book></entry>
</file>
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