Fig. 2
From: Chaos controlled and disorder driven phase transitions induced by breaking permutation symmetry
Classical map of kicked top for \(k=1\) and \(p=\pi /2\). The points highlighted in various colors correspond to different initial conditions \((\theta , \phi )\) studied in this work, namely, \(\blacktriangle =\) (2.25, 1.1), filled orange circle = \((\pi /2,0)\) , filled green star =\((\pi /2, \pi /2)\) , filled inverted pink triangle = \((\pi /2,-0.56)\), filled red rhombus = \((\pi /2,1.9)\).
