[BD04] Baur, K. and Draisma, J., Higher secant varieties of the minimal adjoint orbit, J. Algebra, 280 (2) (2004), 743--761.
[Coh07] Cohen, A. M.,
Non-commutative polynomial computations,
TU/e
(2007)
(Eindhoven),
Report.
[CCS99] Cohen, A. M., Cuypers, H. and Sterk, H., Some Tapas of Computer Algebra, Springer-Verlag, Heidelberg, Algorithms and Computation in Mathematics, 4 (1999).
[CGW05] Cohen, A. M., Gijsbers, D. A. H. and Wales, D. B., BMW algebras of simply laced type, J. Algebra, 286 (1) (2005), 107--153.
[Con10] Cone, R., NMODoc - Documentation on the NMO package, version 1.0 (2010), Report (the package is provided with GBNP from Version 1.0 on).
[Gra95] Graham, J. J., Modular representations of Hecke algebras and related algebras., Ph.D. thesis, The University of Sydney (1995).
[Gre99] Green, E. L.,
Noncommutative Gr\"obner bases and projective
resolutions,
in Computational Methods for Representations of Groups and
Algebras,
Birkh{\"a}user
(1999),
29-60
((Essen 1997)).
[Kno04] Knopper, J. W.,
GBNP and vector enumeration,
{TU}/e
(2004)
(Eindhoven),
Report.
[Kro03] Krook, C.,
Dimensionality of quotient algebras,
TU/e
(2003)
(Eindhoven),
Report.
[Lin93] Linton, S. A.,
On vector enumeration,
Linear Algebra Appl.,
192
(1993),
235--248
(Computational linear algebra in algebraic and related problems (Essen,
1992)).
[LN06] L{\"u}beck, F. and Neunh{\"o}ffer, M., GAPDoc - a GAP package, version 0.99999 (2006).
[Mor94] Mora, T., An introduction to commutative and noncommutative Gr\"obner bases, Theoretical Computer Science, 134 (1) (1994), 131--173.
[Ser03] Serre, J.-P.,
Trees,
Springer-Verlag,
Springer Monographs in Mathematics,
Berlin
(2003),
x+142 pages
(Translated from the French original by John Stillwell,
Corrected 2nd printing of the 1980 English translation).
[Ufn89] Ufnarovski\u{\i}, V. A., On the use of graphs for calculating the basis, growth and Hilbert series of associative algebras, Mat. Sb., 180 (11) (1989), 1548--1560, 1584.
generated by GAPDoc2HTML