CV


CV en Español

En 1993 obtiene la licenciatura en Física en la Universidad Central de Venezuela, y posteriormente obtiene el Doctorado en Ciencias Química en la Universidad Complutense de Madrid en 1996, gracias a una beca otorgada por la Agencia de Cooperación Internacional AECI - España. El Postdoctorado lo realiza en Venezuela en el Instituto Venezolano de Investigaciones Científicas - IVIC (1997 hasta 1999), e inmediatamente después en Estados Unidos, en Rice University - Texas (1999-2000). Desde el 2001 hasta Junio de 2007 se desempeño como Investigador Asociado en el Centro de Cálculo Científico Universidad de Los Andes en Mérida - Venezuela. Actualmente es Investigador Asociado en la Fundación Instituto de Estudios Avanzados – IDEA en Baruta, Venezuela.


CV in English

Raul Isea is currently an associate researcher at the Fundación Instituto de Estudios Avanzados IDEA in Caracas-Venezuela. He got the Ph.D in Chemistry (Universidad Complutense de Madrid–Spain) in 1996 and the B.S. in Physics (Universidad Central de Venezuela, Caracas-Venezuela) in 1993. He was a postdoctoral fellow research at the Instituto Venezolano de Investigaciones Científicas in Caracas from 1997 until 1999. In 2000, he got a postdoctoral position at the Rice University in Texas–USA. His research interest is focused on computational biological. Selected for “Who's Who in Science and Engineering” (2011-2013).

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Analytical Solutions of the Transmissibility of the SARS-CoV-2 in Three Interactive Populations

  Citation : Raúl Isea (2021) Analytical Solutions of the Transmissibility of the SARS-CoV-2 in Three Interactive Populations. International Journal of Coronaviruses - 2(4):1-8. https://doi.org/10.14302/issn.2692-1537.ijcv-21-3732 PDF:  https://openaccesspub.org/article/1571/ijcv-21-3732.pdf Abstract This paper resolves analytically a mathematical model that reproduces the transmission of Covid-19 in three interactive populations, i.e. from the initial source of contagion associated with the bat population, subsequently transmitted to unknown host (usually associate with pangolins). The host were sent and distributed to Seafood Market in Wuhan (defined reservoir), and finally infected to the human population. The model is based on a system of ten differential equations reproducing all the possible infection scenarios among all of them, that is: (1) there is no infection in any of the three populations, (2) only the population of bats is infected, (3) only the pangolins, (4) only the hu
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