22 citations · 51 across the 7 of their papers we have counts for
6 papers · 1 filter
Bicritical Behavior of Period Doublings in Unidirectionally-Coupled Maps
Sang-Yoon Kim
We study the scaling behavior of period doublings in two unidirectionally-coupled one-dimensional maps near a bicritical point where two critical lines of period-doubling transitio…
Period p-tuplings in coupled maps
Sang-Yoon Kim
We study the critical behavior (CB) of all period -tuplings in symmetrically coupled one-dimensional maps. We first investigat…
Period Doublings in Coupled Parametrically Forced Damped Pendulums
Sang-Yoon Kim, Kijin Lee
We study period doublings in coupled parametrically forced damped pendulums by varying (the amplitude of the external driving force) and (the strengt…
Multiple Transitions to Chaos in a Damped Parametrically Forced Pendulum
Sang-Yoon Kim, Kijin Lee
We study bifurcations associated with stability of the lowest stationary point (SP) of a damped parametrically forced pendulum by varying (the natural frequency of the pendul…
Extension of ``Renormalization of period doubling in symmetric volume-preserving maps''
Sang-Yoon Kim
We numerically reexamine the scaling behavior of period doublings in four-dimensional volume-preserving maps in order to resolve a discrepancy between numerical results on scaling…
Critical behavior of period doubling in coupled area-preserving maps
Sang-Yoon Kim
We study the critical behavior of period doublings in symmetrically coupled area-preserving maps for many-coupled cases with . It is found that the critical scaling behavi…