“…Common conclusion shows that there exists certain probabilities p and c corresponding to random attack and intentional attack respectively, such that the CAS would be destroyed sharply if another ¢ p is less than p or another ¢ c is larger than c ; p and c are all called corresponding critical probability (Afra, 2004;Brauer, et al, 2010;Baxter, et al, 2011;2009;Fumiya & Kousuke, 2011;Callway, et al, 2000;Albert, et al, 2000). According to studies of Derzhko, (2004); Berche, et al, (2004) ;Nogueira, et al, (2008), andBarenblatt, et al, (1996), the inhomogeneous random complex network is robust if it is attacked randomly. However, there exists a critical probability c if it is attacked intentionally.…”