Universidade Federal do Acre

output

20192023

most citedDensity-dependent van der Waals model under the GW170817 constraint

19 citations

researchers with a paper here

Counting papers with at most 25 authors, so collaboration author lists do not stand in for the people here.

Bianca Martins Santos2 · h 2
M. Dutra2 · h 14
O. Lourenço2 · h 12
A. C. A. de Faria1 · h 0
C. Lenzi1 · h 14
E. Batista1 · h 3
I. Menezes1 · h 2
Leandro Nery De Oliveira1 · h 0
L. N. Oliveira1 · h 1
Luís Gustavo Alves de Almeida1 · h 3
M. A. D. de Alcântara1 · h 8
M. Barboza1 · h 3

collaborating institutions

Instituto Tecnológico de AeronáuticaBR2 papers
Universidade Federal de São CarlosBR2 papers
Chinese Academy of SciencesCN1 paper
Duy Tan UniversityVN1 paper
Institute of Theoretical PhysicsCN1 paper
Instituto Federal do TocantinsBR1 paper
Universidade de São PauloBR1 paper
Universidade Federal de GoiásBR1 paper
Universidade Federal do Oeste da BahiaBR1 paper
Universidade Tecnológica Federal do ParanáBR1 paper
University of MalayaMY1 paper

Showing 2019 · math.RTShow all

2 papers · 2 filters

math.RT2019

The Fubini Theorem for Normal Lie Subgroups of Index $2 n$

Leandro Nery de Oliveira, Marcos Aurélio de Alcântara

Let $Γ_{+}$ be a normal subgroup of index $2 n$ of a group $Γ$ and $γ_{i} \in Γ ∖ Γ_{+}$ be involutions. We first prove that if $Γ= Γ_+ \rtimes (\mathbb{Z}_2(γ_1) \times \cdots \ti…

math.RT2019★ 1 cited

Equivariant mappings and invariant sets on Minkowski space

Miram Manoel, Leandro Nery de Oliveira

In this paper we introduce the systematic study of invariant functions and equivariant mappings defined on Minkowski space under the action of the Lorentz group. We adapt some know…

The Fubini Theorem for Normal Lie Subgroups of Index 2n

Equivariant mappings and invariant sets on Minkowski space

The Fubini Theorem for Normal Lie Subgroups of Index $2 n$