References
- Bailey , NTJ . 1975 . The Mathematical Theory of Infectious Diseases its Applications , Charles Griffin Company Ltd : London .
- Bernoulli , D . 1760 . Essai d’une nouvelle analyse de la mortalite’ cause’e [ar la petite ve’role at des advantagesde l’inoculation pour la pre’venir . Mem. Math. Phys. Acad. Roy. Sci. Paris , : 1 – 45 .
- Case , KM and Zweifel , P.F . 1967 . Linear Transport Theory , Addison-Wesley Publishing Company : Reading, Massachusetts .
- Kephart , JO and White , S.R . Directed-graph epidemiological models of computer viruses, 1994 . Proceedings of the 1991 IEEE Computer Society Symposium on Research in Security Privacy . May 20–22 , Oakl, California. pp. 343 – 359 . Also available on-line at http://www.research.ibm.com/antivirus/SciPapers/Kephart/VIRIEEE/virieee.gopher.html
- Klibanov , MV and Timonov , A . 2004 . Carleman Estimates for Coefficients Inverse Problems Numerical Applications , VSP : Utrecht, The Netherls .
- Murray , J.D . 1989 . Mathematical Biology , Springer-Verlag : New York .
- Pastor-Satorras , R and Vespignani , A . 2002 . “ Epidemics immunization in scale-free networks ” . In Hbook of Graphs Networks: From the Genome to the Internet , Edited by: Bomholt , HG and Schuster , S . 113 – 132 . Wiley-VCH : Berlin .
- Staniford , S , Paxcon , V and Weaver , N . 2002 . How to own Internet in your spare time . 11thUsenix Security Symposium . August 2002 , San Francisco. Available on-line at http://citeseer.ist.psu.edu/staniford02how.html
- Tikhonov , AN and Samarskii , A.A . 1963 . Equations of Mathematical Physics , Dover Publications : New York .
- Tikhonov , AN and Arsenin , V.Ya . 1977 . Solutions of Ill-posed Problems , Winston & Sons : Washington, D.C. .
- Vladimirov , VS . 1971 . Equations of Mathematical Physics , Dekker : New York .
- Zou , CC , Gong , W and Towsley , D . Code Red Worm propagation analysis, CCS'02 . November 18–22 , Washington DC. Available on-line at http://tennis.ecs.umass.edu/~czou/research.htm