63 citations · 94 across the 12 of their papers we have counts for
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math.GR2016
On Andrews-Curtis conjectures for soluble groups
Luc Guyot
The Andrews-Curtis conjecture claims that every normally generating -tuple of a free group of rank can be reduced to a basis by means of Nielsen transformations…
math.AC2016★ 2 cited
Finitely generated modules over quasi-Euclidean rings
Luc Guyot
Let R be a unital commutative ring and let be an -module that is generated by elements but not less. Let be the subgroup of generated by the elementar…
math.GR2016
Generators of split extensions of Abelian groups by cyclic groups
Luc Guyot
Let be an -generator group with Abelian and cyclic. We study the Nielsen equivalence classes and T-systems of generating -tuples of . The su…
math.AC2016
On quotients of generalized Euclidean group rings
Luc Guyot
Let be the integral group ring of a finite cyclic group . Dennis and al. proved that is a generalized Euclidean ring in the sense of P. M. Cohn, i.e., i…