Dynamical behavior of computer virus on Internet
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Summary
Numerical results demonstrate that the computer virus model using an SIRS model and the threshold value R 0 determining whether the disease dies out is obtained and has periodic solution when time delay is larger than a critical values.
- Type
- article
- Published
- 2010-11-15
- Cited by
- 170
- References
- 21
- OpenAlex
- https://openalex.org/W1989312118
- Semantic Scholar
- https://api.semanticscholar.org/CorpusID:205410582
Keywords
Hopf bifurcation, Bifurcation, Computer virus, Stability (learning theory), Mathematics
References
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- Semi-empirical power-law scaling of new infection rate to model epidemic dynamics with inhomogeneous mixing.
- Modeling computer virus prevalence with a susceptible-infected-susceptible model with reintroduction
- Classification of packed executables for accurate computer virus detection
- The Benefits of a Notification Process in Addressing the Worsening Computer Virus Problem: Results of a Survey and a Simulation Model
- Dynamic detection for computer virus based on immune system
- Computer viruses—theory and experiments
- Mathematics in Science and Engineering
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- ANALYSIS OF DYNAMICAL BEHAVIORS FOR A COMPUTER VIRUS SPREADING MODEL
- PROPAGAÇÃO DE VÍRUS INFORMÁTICOS BASEADA EM MODELOS BIOLÓGICOS
- Mathematical model of discrete logic bomb with time-delay in the computer networks
- A computer virus spreading model with nonlinear infectivity on scale-free network
- Modeling and analysis of the spread of computer virus
- The spread of computer virus under the effect of external computers
- Understanding the propagation dynamics of multipartite computer virus
- Optimal control of computer virus under a delayed model
- Modeling Computer Virus and Its Dynamics
- Modeling and Bifurcation Research of a Worm Propagation Dynamical System with Time Delay
- Propagation of Computer Virus under Human Intervention: A Dynamical Model
- Stability and Hopf Bifurcation for a Delayed SLBRS Computer Virus Model
- Research on Computer Virus Prevention Strategies
- Stability Analysis of Computer Virus Model System in Networks
- Hopf Bifurcation of an Improved SLBS Model under the Influence of Latent Period
- Global Stability of a Computer Virus Propagation Model with Two Kinds of Generic Nonlinear Probabilities
- The pulse treatment of computer viruses: a modeling study
- Propagation Behavior of Virus Codes in the Situation That Infected Computers Are Connected to the Internet with Positive Probability
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