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<h3>References</h3>

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

[AGK97] Amrhein, B., Gloor, O. and Küchlin, W.,
 On the Walk ,
 Theoret. Comput. Sci. ,
187 (1-2)
(1997),
179-202.


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

[Ber78] Bergman, G. M.,
 The Diamond Lemma for Ring Theory ,
 Adv. in Math.,
29 (2)
(1978),
178-218.


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

[Buc98] Buchberger, B. (Buchberger, B. and Winkler, F., Eds.),
An Algorithmic Criterion for the Solvability of a
 System of Algebraic Equations.
 Translation of Ph.D. thesis
 by M. Abramson and R. Lumbert
 ,
 in Gröbner Bases and Applications,
Cambridge University Press,
Proc. London Math. Soc.,
251
(1998),
535-545.


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

[CK24] Cohen, A. and Knopper, J.,
GBNP - computing Gröbner bases of noncommutative polynomials
 (Version 1.1.0),
Discrete
Algebra and Geometry (DAM) group at the Department of Mathematics and
Computer Science of Eindhoven University of Technology
(2001-2024) 
(
 GAP package,
 <a href="https://github.com/gap-packages/gbnp">https://github.com/gap-packages/gbnp</a>
 ).


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

[Eva70] Evans, G. A. (Leech, J., Ed.),
 Noncommutative Involutive Bases ,
 in Proc. Int. Conf. Applications of Computer Algebra ,
 Pergamon Press 
(1970),
263-297.


<a id="biBgareth-thesis" name="biBgareth-thesis"></a>

[Eva05] Evans, G. A.,
Noncommutative Involutive Bases,
Ph.D. thesis,
University of Wales, Bangor
(2005) 
(
 <a href="https://arxiv.org/pdf/math/0602140.pdf">https://arxiv.org/pdf/math/0602140.pdf</a>
 ).


<a id="biBEW-JSC" name="biBEW-JSC"></a>

[EW07] Evans, G. A. and Wensley, C. D.,
 Complete involutive rewriting systems ,
 Symbolic Comput.,
42
(2007),
1034-1051.


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

[GH23] Gutsche, S. and Horn, M.,
AutoDoc - Generate documentation from GAP source code
 (Version 2023.06.19)
(2023) 
(
 GAP package, <a href="https://github.com/gap-packages/AutoDoc">https://github.com/gap-packages/AutoDoc</a>
 ).


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

[Hor19] Horn, M.,
A GitHub Pages generator for GAP packages
 (Version 0.3)
(2019) 
(
 GAP package, <a href="https://github.com/gap-system/GitHubPagesForGAP/">https://github.com/gap-system/GitHubPagesForGAP/</a>
 ).


<a id="biBknuth-bendix" name="biBknuth-bendix"></a>

[KB04] Knuth, D. E. and Bendix, P. B. (Leech, J., Ed.),
 Simple word problems in universal algebras ,
 in Computational Problems in Abstract Algebra ,
 Pergamon Press 
(2004),
263-297.


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

[LN17] Lübeck, F. and Neunhöffer, M.,
GAPDoc (Version 1.6),
RWTH Aachen
(2017) 
(
 GAP package,
 <a href="https://www.math.rwth-aachen.de/~Frank.Luebeck/GAPDoc/index.html">https://www.math.rwth-aachen.de/~Frank.Luebeck/GAPDoc/index.html</a>
 ).


<a id="biBlambe-radford" name="biBlambe-radford"></a>

[LR97] Lambe, L. A. and Radford, D. E.,
Introduction to the Quantum Yang-Baxter Equation
 and Quantum Groups: An Algebraic Approach,
Kluwer Academic,
Mathematics and its Applications,
423
(1997).


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

[Mor86] Mora, T. (Calmet, J., Ed.),
Gröbner Bases for non-commutative polynomial rings ,
 in AAECC-3: Proc. 3rd Int. Conf. on Algebraic Algorithms
 and Error-Correcting Codes
 (Grenoble, France, July 15-19, 1985)
 ,
 Springer ,
 Lecture Notes in Comput. Sci. ,
223
(1986),
353-362.


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

[ZB96] Zharkov, A. Y. and Blinkov, Y. A.,
 Involution approach to investigating polynomial systems ,
 Math. Comput. Simulation ,
(42) 4-6
(1996),
323-332.


 

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