<entry
id=
"BrentFactors"><misc>
<author>
<name><first>Jonathan</first><last>Crombie</last></name>
</author>
<title>Factor collection <M>a^n \pm
1</M></title>
<note><
URL>
http://myfactorcollection.mooo.com:8090/</
URL></note>
</misc></entry>
<entry
id=
"StdFFCyc"><article>
<author>
<name><first>Frank</first><last>Lübeck</last></name>
</author>
<title>Standard generators of finite fields and their cyclic
subgroups</title>
<journal>J. Symbolic Comput.</journal>
<year>
2023</year>
<volume>
117</volume>
<pages>
51--
67</pages>
<issn>
0747-
7171,
1095-
855X</issn>
<mrnumber>
4518734</mrnumber>
<mrclass>
12-
08 (
11T30
68W30)</mrclass>
<
url>
https://doi.org/10.
1016/j.jsc.
2022.
11.
001</
url>
<note>Similar to arXiv
2107.
02257</note>
<other
type=
"doi">
10.
1016/j.jsc.
2022.
11.
001</other>
<other
type=
"fjournal">Journal of Symbolic Computation</other>
<other
type=
"keylong">luebeck2023</other>
<other
type=
"printedkey">L23</other>
</article></entry>
<entry
id=
"StdFFCycPreprint"><misc>
<author>
<name><first>Frank</first><last>Lübeck</last></name>
</author>
<title>Standard Generators of Finite Fields and their Cyclic Subgroups</title>
<journal>arXiv</journal>
<number>
2107.
02257</number>
https://arxiv.org/abs/2107.
02257
<year>
2022</year>
<note><
URL>
https://arxiv.org/abs/2107.
02257</
URL></note>
</misc></entry>
<entry
id=
"NTL"><misc>
<author>
<name><first>Victor</first><last>Shoup</last></name>
</author>
<title>NTL: A library for doing Number Theory</title>
<note><
URL>
https://libntl.org/</
URL></note>
</misc></entry>
<entry
id=
"ShoupMiPo"><inproceedings>
<author>
<name><first>Victor</first><last>Shoup</last></name>
</author>
<title>Efficient computation of minimal polynomials in algebraic
extensions of finite fields</title>
<booktitle>Proceedings of the
1999 <C>I</C>nternational <C>S</C>ymposium on
<C>S</C>ymbolic and <C>A</C>lgebraic <C>C</C>omputation (<C>V</C>ancouver,
<C>BC</C>)</booktitle>
<year>
1999</year>
<pages>
53--
58</pages>
<publisher>ACM, New York</publisher>
<mrnumber>
1802067</mrnumber>
<mrclass>
12E20 (
68W30)</mrclass>
<
url>
https://doi.org/10.
1145/
309831.
309859</
url>
<other
type=
"doi">
10.
1145/
309831.
309859</other>
</inproceedings></entry>