Geometrization of Some Epidemic Models
Loading...
Date
2010
Authors
Journal Title
Journal ISSN
Volume Title
Type
Article
Publisher
arXiv.org e-Print archive
Series Info
arXiv preprint arXiv:1002.2693;
Doi
Scientific Journal Rankings
Abstract
Recently, the behavior of different epidemic models and their relation both to
different types of geometries and to some biological models has been revisited . Path
equations representing the behavior of epidemic models and their corresponding
deviation vectors are examined. A comparison between paths and their deviation
vectors in Riemannian and Finslerian Geometries is presented.
Description
MSA Google Scholar
Keywords
University of Epidemic Models
Citation
1]Murray,J.D. (1989)Mathematical Biology, biomathematics Texts, Springer-Verlag [2] Antonilli P.L.(1980) Acta Cient. Venezolana 31, 521. [3] Antonelli, P.L. (1991) Tensor N.S. 50, 22. [4]Voorhees B.H. (1983) International Journal of Theoretical Physics, 22,251 [5] Antonelli, P.L. and Voorhees B.H. (1983) Bulletin of Mathematical Biology 45, 103. [6]Antonelli, P.L. and Rutz, S.F. (2009) Nonlinear analysis Real world applications, 10 , 576. [7] Antonelli,P.I., Ingarden, R.S. and Matsumoto, M. (1993) The Theory of Sparys and Finsler Spaces with Applications in Physics and Biology, Kluwer Academic Publishers. [8] Epstein, J.M. (1997) Nonlinear Dynamics,Mathematical Biology and Social Science [9] Istas,J. (2005) Mathematical Modeling for the Life SciencesSpringer [10] Bazanski, S.L. (1989) J. Math. Phys., 30, 1018. [11] Kahil, M.E. (2006), J. Math. Physics 47,052501. [12] Novozhilov,A. (2008) arXiv:0809.1578 [13] Franceschetti,A. and Pugliese,A. (2008) J.Math.Biol. 57,1.