Cumulative distributions of the survival rates.

<p>The red, green and blue lines represent values below (<i>f</i> = 0.950), at (<i>f</i> = 0.994), and above (<i>f</i> = 0.9999) the critical point, respectively. The values of survival rates are distributed most widely at the critical point.</p

Schematic figures of the percolation process of a complete graph.

<p>In our simulation, an initial state (<i>f</i> = 0) is chosen as an ER-graph with a link density <i>p</i> between <i>p</i> = <i>p</i>_<i>c</i> and 1, and we consider removal process of links toward <i>p</i> = 0(<i>f</i> = 1).</p

Size dependence of the probability that the largest cluster has a loop for the three cases shown in Fig 4.

<p>The dotted lines indicate the corresponding critical points.</p