A Note on  \(\alpha \) -Asynchronous Life-Like Cellular Automata

This note shows the dynamics of Life-like cellular automata under \(\alpha \) -asynchronous perturbation where each cell is updated with \(\alpha \) probability. Here, we explore the possibility of phase transition dynamics during evolution of both low and high density Life-like games. Hereafter, we compare Game of Life (Life) and Life-like games with the effect of perturbation. This study also displays a beautiful gallery (natural patterns) of extended Life games with the effect of perturbation. Finally, we explore random games and their connection with second-order phase transition and first-order irreversible phase transition.