Contato

Universidade de Brasília
Campus Universitário Darcy Ribeiro
Departamento de Matemática
Brasília - DF
70910-900, Brasil
emerson[at]mat.unb.br

Emerson Ferreira de Melo

Artigos

  1. Dantas, Alex Carrazedo; de Melo, Emerson; Bastos, Raimundo. Virtually nilpotent groups with finitely many orbits under automorphisms. Archiv der Mathematik, v. 116, p. 261-270, 2021.
  2. Dantas, Alex Carrazedo; de Melo, Emerson; Bastos, Raimundo. Soluble groups with few orbits under automorphisms. Geometriae Dedicata, v. 209, p. 119-123, 2020.
  3. de Melo, Emerson; Bastos, Raimundo; Gonçalves, Nathália; Oliveira, Ricardo. Non-Abelian tensor square and related constructions of p-groups. Archiv der Mathematik, v. 114, p. 481-490, 2020.
  4. de Melo, Emerson. Nilpotent residual and fitting subgroup of fixed points in finite groups. Journal of Group Theory, v. 22, p. 1059-1068, 2019.
  5. de Melo, Emerson; Shumyatsky, Pavel. Fitting subgroup and Nilpotent residual of fixed points. Bulletin of the Australian Mathematical Society, v. 100, p. 61-67, 2019.
  6. de Melo, Emerson; Caldeira, Jhone. Supersolvable Frobenius groups with nilpotent centralizers. Journal of Pure and Applied Algebra, v. 223, p. 1210-1216, 2019.
  7. de Melo, Emerson; Lima, Aline de Souza; Shumyatsky, Pavel. Nilpotent residual of fixed points. Archiv der Mathematik, v. 111, p. 13-21, 2018.
  8. de Melo, Emerson; Caldeira, Jhone. On finite groups admitting automorphisms with nilpotent centralizers. Journal of Algebra, v. 493, p. 185-193, 2018.
  9. de Melo, Emerson; Shumyatsky, Pavel. Finite groups and their coprime automorphisms. Proceedings of the American Mathematical Society, v. 145, p. 3755-3760, 2017.
  10. de Melo, Emerson. Fitting Height of a Finite Group with a Metabelian Group of Automorphisms. Communications In Algebra, v. 43, p. 4797-4808, 2015.
  11. de Melo, Emerson. On p-groups of maximal class as groups of automorphisms. Journal of Algebra, v. 440, p. 100-112, 2015.
  12. de Melo, Emerson. Positive laws in finite groups admitting a dihedral group of automorphisms. Journal of Group Theory, v. 16, p. 767-778, 2013.
  13. Caldeira, Jhone; de Melo, Emerson; Shumyatsky, Pavel. On groups and Lie algebras admitting a Frobenius group of automorphisms. Journal of Pure and Applied Algebra, v. 216, p. 2730-2736, 2012.