4 citations · 11 across the 3 of their papers we have counts for
3 papers
nlin.AO2021★ 4 cited
Designable Dynamical Systems for the Generalized Landau Scenario and the Nonlinear Complexification of Periodic Orbits
R. Herrero, J. Farjas, F. Pi +1
We have found a way for penetrating the space of the dynamical systems towards systems of arbitrary dimension exhibiting the nonlinear mixing of a large number of oscillation modes…
nlin.AO2017★ 4 cited
Nonlinear oscillatory mixing in the generalized Landau scenario
R. Herrero, J. Farjas, F. Pi +1
We present a set of phase-space portraits illustrating the extraordinary oscillatory possibilities of the dynamical systems through the so-called generalized Landau scenario. In it…
nlin.AO2016★ 3 cited
Unphysical source of dynamic order for the natural world
R. Herrero, J. Farjas, F. Pi +1
The well-defined but intricate course of time evolution exhibited by many naturally occurring phenomena suggests some source of dynamic order sustaining it. In spite of its obvious…