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Normal Form Theory For Reversible Equivariant Vector Fields

Baptistelli; Patricia H.; Manoel; Miriam; Zeli; Iris O. (Springer HeidelbergHeidelberg, 2016)

Equações diferenciais = reversibilidade e bifurcaçõesDifferential equations : reversibility and bifurcations

Martins, Ricardo Miranda, 1983- ([s.n.], 2011)

Familias de conjuntos minimais em sistemas reversiveis

Lima, Mauricio Firmino Silva ([s.n.], 2006)

Orbitas periodicas em sistemas mecanicosPeriodic orbits in dynamical systems

Roberto, Luci Any Francisco ([s.n.], 2008)

A estrutura hamiltoniana dos campos reversiveis em 4DThe hamiltonian structure of the reversible vector fields in 4D

Martins, Ricardo Miranda, 1983- ([s.n.], 2008)

Normal Holonomy of CR-submanifolds

Vittone, Francisco; Di Scala, Antonio J. (Osaka University. Departments of Mathematics, 2017-01)

We study the normal holonomy group, i.e. the holonomy group of the normal connection, of a CR-submanifold of a complex space form. We show that the normal holonomy group of a coisotropic submanifold acts as the holonomy ...

Codimension two singularities of sliding vector fields

Teixeira, MA (Societe Mathematique BelgiqueBrusselsBélgica, 1999)

Families of periodic orbits in resonant reversible systems

Lima, MFS; Teixeira, MA (SpringerNew YorkEUA, 2009)

Um modelo de espaço de estados com representação de segunda ordem para a analise das oscilações de modo interarea em sistemas de energia eletricaA space state model including second order representation for the analysis of power systems inter-area mode oscillations

Domingues, Adriana Favaro ([s.n.], 2005)

Assessment of non-linear modal interaction in stressed power networks using the method of normal forms

Messina, A.R.; Barocio, E. (2003)

This paper reports on the experience in the analysis of non-linear effects arising from the interaction between the fundamental modes of oscillation in power systems. The approach used is based on a flexible representation ...

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