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Regular subgroups with large intersection

- R. Aragona, Roberto Civino, N. Gavioli, C. M. Scoppola
- MathematicsAnnali di Matematica Pura ed Applicata ( -)
- 14 November 2018

TLDR

Metabelian Thin Lie Algebras

- N. Gavioli, V. Monti, David S Young
- Mathematics
- 1 July 2001

Abstract A graded Lie algebra is thin if it is generated by two elements of degree 1 and each of its homogeneous ideals is located between two consecutive terms of the lower central series. In this… Expand

Pro-p groups with few normal subgroups

- Y. Barnea, N. Gavioli, A. Jaikin‐Zapirain, V. Monti, C. M. Scoppola
- Mathematics
- 15 January 2009

Complete mappings in some linear and projective groups

- F. Dalla Volta, N. Gavioli
- Mathematics
- 1 August 1993

On the Admissibility of Some Linear and Projective Groups in Odd Characteristic

- Francesca Dalla, N. Gavioli
- Mathematics
- 1 July 1997

AbstractA bijective mapping
$$\emptyset :G \to G $$
defined on a finite group G is complete if the mapping η defined by
$$\eta (x) = x\emptyset (x) $$
,
$$x \in G $$
, is bijective. In 1955 M.… Expand

An Authenticated Key Scheme over Elliptic Curves for Topological Networks

- R. Aragona, Roberto Civino, N. Gavioli, M. Pugliese
- Computer Science, MathematicsArXiv
- 3 June 2020

TLDR

Regular ArticleOn the (2,3)-Generation of Some Classical Groups, I

- M. Tamburini, J. Wilson, N. Gavioli
- Mathematics
- 15 August 1994

Unrefinable partitions into distinct parts in a normalizer chain

- R. Aragona, Roberto Civino, N. Gavioli, C. M. Scoppola
- MathematicsDiscrete Mathematics Letters
- 9 July 2021

In a recent paper on a study of the Sylow 2-subgroups of the symmetric group with 2n elements it has been show that the growth of the first (n − 2) consecutive indices of a certain normalizer chain… Expand

Rigid commutators and a normalizer chain

- R. Aragona, Roberto Civino, N. Gavioli, C. M. Scoppola
- MathematicsMonatshefte für Mathematik
- 23 September 2020

The notion of rigid commutators is introduced to determine the sequence of the logarithms of the indices of a certain normalizer chain in the Sylow 2-subgroup of the symmetric group on $$2^n$$
2
… Expand

A chain of normalizers in the sylow $$\mathbf{2}$$-subgroups of the symmetric group on $${\mathbf{2}}^{\varvec{n}}$$ letters

- R. Aragona, Roberto Civino, N. Gavioli, C. M. Scoppola
- MathematicsIndian Journal of Pure and Applied Mathematics
- 31 August 2020

On the basis of an initial interest in symmetric cryptography, in the present work we study a chain of subgroups. Starting from a Sylow $2$-subgroup of AGL(2,n), each term of the chain is defined as… Expand

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