Abstract
We discuss the Lie method and apply it to differential equations obtaining their symmetries. We also discuss methods of how to obtain first integrals from these symmetries. We apply these methods to some interesting physical problems, all of them involving charged particles in electromagnetic fields. (author). 77 refs.
Citation Formats
Medeiros Ritter, Oswaldo de.
Lie symmetries for charged particles in the presence of a general electromagnetic field; Simetrias de Lie para particula carregada na presenca de campo eletromagnetico geral.
Brazil: N. p.,
1991.
Web.
Medeiros Ritter, Oswaldo de.
Lie symmetries for charged particles in the presence of a general electromagnetic field; Simetrias de Lie para particula carregada na presenca de campo eletromagnetico geral.
Brazil.
Medeiros Ritter, Oswaldo de.
1991.
"Lie symmetries for charged particles in the presence of a general electromagnetic field; Simetrias de Lie para particula carregada na presenca de campo eletromagnetico geral."
Brazil.
@misc{etde_189274,
title = {Lie symmetries for charged particles in the presence of a general electromagnetic field; Simetrias de Lie para particula carregada na presenca de campo eletromagnetico geral}
author = {Medeiros Ritter, Oswaldo de}
abstractNote = {We discuss the Lie method and apply it to differential equations obtaining their symmetries. We also discuss methods of how to obtain first integrals from these symmetries. We apply these methods to some interesting physical problems, all of them involving charged particles in electromagnetic fields. (author). 77 refs.}
place = {Brazil}
year = {1991}
month = {Oct}
}
title = {Lie symmetries for charged particles in the presence of a general electromagnetic field; Simetrias de Lie para particula carregada na presenca de campo eletromagnetico geral}
author = {Medeiros Ritter, Oswaldo de}
abstractNote = {We discuss the Lie method and apply it to differential equations obtaining their symmetries. We also discuss methods of how to obtain first integrals from these symmetries. We apply these methods to some interesting physical problems, all of them involving charged particles in electromagnetic fields. (author). 77 refs.}
place = {Brazil}
year = {1991}
month = {Oct}
}