We investigate the ability of simple diagnostics based on Lagrangian descriptor (LD)
computations of initially nearby orbits to detect chaos in conservative dynamical systems …

This paper introduces a new global dynamics and chaos indicator based on the method of
Lagrangian Descriptor apt for discriminating ordered and deterministic chaotic motions in …

In this paper, we study baroclinic waves from both the experimental and the theoretical
perspective. We obtain data from a rotating annulus experiment capable of producing a …

We present and validate simple and efficient methods to estimate the chaoticity of orbits in
low-dimensional conservative dynamical systems, namely, autonomous Hamiltonian …

Recent progress towards understanding the mechanism of dynamical tunneling in
Hamiltonian systems with three or more degrees of freedom (DoF) is reviewed. In contrast to …

We study the phase space structure and the orbital diffusion from the vicinity of the vertical
Lyapunov periodic orbits around the unstable Lagrangian points L 1, 2 in a 3D barred …

We investigate how the phase space structure of a Three-Dimensional (3D) autonomous
Hamiltonian system evolves across a series of successive Two-Dimensional (2D) and 3D …

We study the dynamics of solitary waves traveling in a one-dimensional chain of bistable
elements in the presence of a local inhomogeneity (“defect”). Numerical simulations reveal …

We showcase the utility of the Lagrangian descriptors method in qualitatively understanding
the underlying dynamical behavior of dynamical systems governed by fractional-order …