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<h3>References</h3>

<a id="biBIntPic" name="biBIntPic"></a>

[Del22] Delgado, M.,
<a href="https://gap-packages.github.io/intpic">IntPic, A package for drawing integers, Version
 0.3.0</a>
(2022) 
(GAP package).


<a id="biBAutomata" name="biBAutomata"></a>

[DLM22] Delgado, M., Linton, S. and Morais, J. J.,
<a href="https://gap-packages.github.io/automata/">Automata, A package on automata, Version 1.15</a>
(2022) 
(Refereed GAP package).


<a id="biBeasdown_minimal_2016" name="biBeasdown_minimal_2016"></a>

[EH16] Easdown, D. and Hendriksen, M.,
<a href="https://www.degruyter.com/document/doi/10.1515/jgth-2016-0015/html">Minimal permutation representations of semidirect products of
 groups</a>,
Journal of Group Theory,
19 (6)
(2016),
1017--1048.


<a id="biBPolycyclic" name="biBPolycyclic"></a>

[ENH20] Eick, B., Nickel, W. and Horn, M.,
Polycyclic, Computation with polycyclic groups, Version
 2.16
(2020) 
(Refereed GAP package),
\href {https://gap-packages.github.io/polycyclic/}
 {\texttt{https://gap-packages.github.io/}\discretionary
 {}{}{}\texttt{polycyclic/}}.


<a id="biBeasdown_minimal_1988" name="biBeasdown_minimal_1988"></a>

[EP88] Easdown, D. and Praeger, C. E.,
<a href="https://www.cambridge.org/core/product/identifier/S0004972700027489/type/journal_article">On minimal faithful permutation representations of finite
 groups</a>,
Bulletin of the Australian Mathematical Society,
38 (2)
(1988),
207--220.


<a id="biBFP20Tor" name="biBFP20Tor"></a>

[FP20] Fernandes, M. E. and Piedade, C. A.,
Faithful permutation representations of toroidal regular maps,
Journal of Algebraic Combinatorics,
Springer,
52 (3)
(2020),
317--337.


<a id="biBFP21Cor" name="biBFP21Cor"></a>

[FP21a] Fernandes, M. E. and Piedade, C. A.,
Correction to “Faithful permutation representations of toroidal
 regular maps”,
Journal of Algebraic Combinatorics,
Springer,
54
(2021),
733--738.


<a id="biBFP21Hyper" name="biBFP21Hyper"></a>

[FP21b] Fernandes, M. E. and Piedade, C. A.,
The degrees of toroidal regular proper hypermaps,
The Art of Discrete and Applied Mathematics,
4 (3)
(2021),
P3--13.


<a id="biBFP22Loc" name="biBFP22Loc"></a>

[FP22] Fernandes, M. E. and Piedade, C. A.,
The Degrees of Regular Polytopes of Type [4, 4, 4],
SIAM Journal on Discrete Mathematics,
SIAM,
36 (2)
(2022),
1143--1155.


<a id="biBAutoDoc" name="biBAutoDoc"></a>

[GH22] Gutsche, S. and Horn, M.,
<a href="https://gap-packages.github.io/AutoDoc">AutoDoc, Generate documentation from GAP source code,
 Version 2022.10.20</a>
(2022) 
(GAP package).


<a id="biBPackageMaker" name="biBPackageMaker"></a>

[Hor19] Horn, M.,
<a href="https://gap-system.github.io/PackageMaker">PackageMaker, A GAP package for creating new GAP packages,
 Version 0.9.3</a>
(2019) 
(GAP package).


<a id="biBjohnson_minimal_1971" name="biBjohnson_minimal_1971"></a>

[Joh71] Johnson, D. L.,
<a href="https://www.jstor.org/stable/2373739?origin=crossref">Minimal Permutation Representations of Finite
 Groups</a>,
American Journal of Mathematics,
93 (4)
(1971),
857.


<a id="biBsaunders_minimal_2014" name="biBsaunders_minimal_2014"></a>

[Sau14] Saunders, N.,
<a href="https://www.degruyter.com/document/doi/10.1515/jgt-2014-0012/html">Minimal faithful permutation degrees for irreducible Coxeter
 groups and binary polyhedral groups</a>,
Journal of Group Theory,
17 (5)
(2014),
805--832.


 

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