Dynamical Behavior of Hybrid Propagation of Computer Viruses

Table 1

Individual characteristics and stability of computer virus propagation models.

Contributors	Model	Characteristics	Stability
			Virus-free equilibrium stability	Virose equilibrium stability
Essouifi et al. [27]	SIR-SIS	Two-degree networks and stochastic method	n/a	Locally asymptotically stable
Upadhyay et al. [28]	SVEIR	Nonlinear incident rate	Locally and globally asymptotically stable	Locally and globally asymptotically stable
Yang et al. [29]	SEIR-KS	Hopf bifurcation	n/a	Locally asymptotically stable
Aníbal et al. [30]	SEIR-KS	Periodic environment	n/a	n/a
Zdemir et al. [31]	SEIR-KS	The kill signals	Locally asymptotically stable	Locally asymptotically stable
Tang et al. [32]	SLBRS	Safety entropy	n/a	Globally asymptotically stable
This work	SLBRS	Vertical transmission	Locally and globally asymptotically stable	Locally and globally asymptotically stable