Rumor propagation model: An equilibrium study

Mathematical Problems in Engineering

Volumn 2010, Issue , 2010, Pages

  Piqueira, José Roberto C ^a  

^a UNIVERSITY OF SÃO PAULO   (Brazil)

Author keywords

[No Author keywords available]

Indexed keywords

DYNAMICAL SYSTEMS THEORY; EPIDEMIOLOGICAL MODELS; EQUILIBRIUM STUDY; INFECTIOUS DISEASE; INITIAL CONDITIONS; NUMERICAL EXPERIMENTS; PROPAGATION PARAMETERS; RUMOR PROPAGATION; STABILITY OF EQUILIBRIUM;

DYNAMICAL SYSTEMS; INFORMATION DISSEMINATION;

COMPLEXATION;

EID: 77953530645     PISSN: 1024123X     EISSN: 15635147     Source Type: Journal    
DOI: 10.1155/2010/631357     Document Type: Article

References (21)

1. Kermack W. O., McKendrick A. G., Contributions of mathematical theory to epidemics Proceedings of the Royal Society Series A 1927 115 700 721
2. Kermack W. O., McKendrick A. G., Contributions of mathematical theory to epidemics Proceedings of the Royal Society Series A 1932 138 55 83
3. Kermack W. O., McKendrick A. G., Contributions of mathematical theory to epidemics Proceedings of the Royal Society Series A 1933 141 94 122
4. Murray J. D., Mathematical Biology 2002 17 3rd New York, NY, USA Springer
5. Piqueira J. R. C., Castao M. C., Monteiro L. H. A., Modeling the spreading of HIV in homosexual populations with heterogeneous preventive attitude Journal of Biological Systems 2004 12 4 439 456
6. Smith R. J., Wahl L. M., Drug resistance in an immunological model of HIV-1 infection with impulsive drug effects Bulletin of Mathematical Biology 2005 67 4 783 813
7. Goffman W., Newill V. A., Generalization of epidemic theory: an application to the transmission of ideas Nature 1964 204 4955 225 228
8. Daley D. J., Kendall D. G., Epidemics and rumours Nature 1964 204 4963 1118
9. Boccaletti S., Latora V., Moreno Y., Chavez M., Hwang D.-U., Complex networks: structure and dynamics Physics Reports 2006 424 4-5 175 308
10. Mishra B. K., Saini D., Mathematical models on computer viruses Applied Mathematics and Computation 2007 187 2 929 936
11. Piqueira J. R. C., Araujo V. O., A modifed epidemiological model for computer viruses Applied Mathematics and Computation 2008 213 2 355 360
12. Watts D. J., Peretti J., Frumin M., Viral marketing for the real world Harvard Business Review 2007 85 5 22 23
13. Palmon D., Sudit E. F., Yezegel A., The value of columnists' stock recommendations: an event study approach Review of Quantitative Finance and Accounting 2009 33 3 209 232
14. McDonald M., Suleman O., Williams S., Howison S., Johnson N. F., Impact of unexpected events, shocking news, and rumors on foreign exchange market dynamics Physical Review E 2008 77 4 12
15. Moreno Y., Nekovee M., Pacheco A. F., Dynamics of rumor spreading in complex networks Physical Review E 2004 69 7
16. Galam S., Modeling rumors: the non plane Pentagonon French hoax case Physica A 2003 320 571 580
17. Funk S., Gilad E., Watkins C., Jansen V. A. A., The spread of awareness and its impact on epidemic outbreaks Proceedings of the National Academy of Sciences of the United States of America 2009 106 16 6872 6877
18. Billings L., Spears W. M., Schwartz I. B., A unified prediction of computer virus spread in connected networks Physics Letters A 2002 297 3-4 261 266
19. Guckenheimer J., Holmes P., Nonlinear Oscillations, Dynamical Systems, and Bifurcations of Vector Fields 1983 42 New York, NY, USA Springer Applied Mathematical Sciences
20. Draief M., Ganesh A., Massouli L., Thresholds for virus spread on networks The Annals of Applied Probability 2008 18 2 359 378
21. Moler C. B., Numerical Computing with MATLAB 2004 Philadelphia, Pa, USA SIAM