Zobrazeno 1 - 10
of 148
pro vyhledávání: '"Mendonca Luis"'
Autor:
Bastos, Raimundo, Mendonça, Luis
A group element is called generalized torsion if a finite product of its conjugates is equal to the identity. We show that in a finitely generated abelian-by-finite group, an element is generalized torsion if and only if its image in the abelianizati
Externí odkaz:
http://arxiv.org/abs/2411.17918
Using methods of associative algebras, Lie theory, group cohomology, and modular representation theory, we construct profinite $p$-adic analytic groups such that the centralizer of each of their non-trivial elements is abelian. The paper answers ques
Externí odkaz:
http://arxiv.org/abs/2411.03880
Autor:
Mendonça, Luis
We show that if a countably generated Lie algebra $H$ does not contain isomorphic copies of certain finite-dimensional nilpotent Lie algebras $A$ and $B$ (satisfying some mild conditions), then $H$ embeds into a quotient of $A \ast B$ that is at the
Externí odkaz:
http://arxiv.org/abs/2310.12331
Motivated by a classic result for free groups, one says that a group $G$ has the Magnus property if the following holds: whenever two elements generate the same normal subgroup of $G$, they are conjugate or inverse-conjugate in $G$. It is a natural p
Externí odkaz:
http://arxiv.org/abs/2208.13691
Autor:
dos Reis, Bruna Larissa R., Parise, Claudia K., Correia, Gustavo S., de Lima, Leonardo G., Perotto, Heitor, de A. Bose, Nícolas, de Mendonça, Luis Felipe F.
Publikováno v:
In Regional Studies in Marine Science 10 December 2024 77
Autor:
Souza Júnior, José Milton Neves de, Mendonça, Luís Felipe Ferreira de, da Silva Costa, Heverton, Freitas, Rose Ane Pereira de, Casagrande, Fernanda, da Silva Lindemann, Douglas, do Nascimento Reis, Rafael Afonso, Lentini, Carlos Alessandre Domingos, de Cunha Lima, André Telles
Publikováno v:
In Marine Pollution Bulletin August 2024 205
Autor:
Hojs, Radovan, Bevc, Sebastjan, Fernández, Gema, Cases Corona, Clara María, Quero, María, Pujol, Laia, Montserrat Gomà, Sergi Beato, Cruzado, Josep, Ibernon, Meritxell, Moreso, Francisco, López-Martínez; Mads Hornum, Marina, Feldt-Rasmussen; Alberto Ortíz, Bo, Fernández-Fernandez, Beatriz, Gomá-Garces, Elena, Stock da Cunha, Teresa, Sanz, Ana B., Garranzo, María, Gonzalez-Enguita, Carmen, Autrán-Gómez; Pablo Cannata, Ana María, Khazim, Khalid, Ghanem, Fedaa, Porrini, Esteban, Rodríguez-Rodríguez, Rosa, Mena, Natalia Negrín, Ivo Laranjinhia, Tomás Concepción, Miguel Bigotte Vieira, Luís Mendonça, Francesco, Trevisani, Bettiga, Arianna, Di Marco, Federico, Salonia, Andrea, Montorsi, Francesco, Giacomo, Dell'Antonia, Morales, Enrique, Praga, Manuel, Hornum, Mads, Rodríguez Rodríguez, Ana Elena, Trevisani, Francesco, Fernández-Fernández, Beatriz, Cruzado, Josep María, Díaz, Maruja Navarro, Carro, Clara García, Khazim, Khaled, Ibernón, Meritxell, Laranjinhia, Ivo, Mendonça, Luís, Vieira, Miguel Bigotte, Feldt-Rasmussen, Bo, Ortiz, Alberto, Bagi, Per, Sorensen, Cristian Acosta
Publikováno v:
In Kidney International Reports May 2024 9(5):1419-1428
Autor:
Pereira, Luciano, Mendonça, Luís, Magalhães, Juliana, Neto, Ricardo, Quelhas-Santos, Janete, Oliveira, Ana, Beco, Ana, Frazão, João
Publikováno v:
In NEFROLOGIA (English Edition) March-April 2024 44(2):224-232
We study the Bieri-Neumann-Strebel-Renz invariants and we prove the following criterion: for groups $H$ and $K$ of type $FP_n$ such that $[H,H] \subseteq K \subseteq H$ and a character $\chi : K \to \mathbb{R}$ with $\chi([H,H]) = 0$ we have $[\chi]
Externí odkaz:
http://arxiv.org/abs/2010.03689