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Edson Denis Leonel

Has grant

Professor Titular

Universidade Estadual Paulista

Brazil

Research Interests

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Professors in Fluid Mechanics

Recent Grants

Grant: Close

Leis de escala em sistemas dinâmicos

Open Date: 2017-09-01

Close Date: 2019-08-01

Grant: Close

Dinâmica não linear e caos

Open Date: 2016-03-01

Close Date: 2020-02-01

Articles (20)

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Collaborators (5)

Matheus Hansen Francisco

Invited Assistant Professor

Universidade Nova de Lisboa

PORTUGAL

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Michele Mugnaine

Professor Doutor

University of Sao Paulo

BRAZIL

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Diego Fregolent Mendes de Oliveira

Assistant Professor

North Dakota State University

UNITED STATES

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Chris Antonopoulos

University of Essex

UNITED KINGDOM

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Emanuel de Lima

Professor

Universidade Federal de São Carlos

BRAZIL

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Edson Denis Leonel

Research Interests

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Recent Grants

Articles (20)

Role of manifolds in the transport of chaotic trajectories in the standard nontwist map

Hierarchical fragmentation of regular islands in a discontinuous nontwist map

State of the art and prospects of flexible sensing technologies for intelligent marine equipment

Recurrence time entropy and weak chaos in Hamiltonian flows

On the dynamical and statistical properties of a quartic mean-field Hamiltonian model

Phase-space organization of the elastic pendulum: chaotic fraction, energy exchanges, and the order–chaos–order transition

Survival probability of particles inside the lemon billiard

Discrete dynamical systems with scaling and inversion symmetries

Describing a universal critical behavior in a transition from order to chaos

Scaling invariance: a bridge between geometry, dynamics and criticality

Geometric bifurcation theory: Fisher information geometry applied to dynamical and complex systems

On the behavior of Linear Dependence, Smaller, and Generalized Alignment Indices in discrete and continuous chaotic systems

Formation of oriented polar molecules with a single shaped pulse

Transport mechanisms associated with non-integer wavenumbers in a discontinuous nontwist map

Transition from bounded to unbounded energy in a time-dependent billiard

pynamicalsys: A Python toolkit for the analysis of dynamical systems

Escape and transport in chaotic motion of charged particles in a magnetized plasma under the influence of two and three modes of drift waves

Scaling Invariance: A Gateway to Phase Transitions

Analysis of invariant spanning curves in oval billiards: A numerical approach based on Slater’s theorem

Scaling invariance for the diffusion coefficient in a dissipative standard mapping

Collaborators (5)

Matheus Hansen Francisco

Michele Mugnaine

Diego Fregolent Mendes de Oliveira

Chris Antonopoulos

Emanuel de Lima

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