Mathematical Modeling of Gonorrheal Disease a Case Study with Reference to Anantapur District-Andhrapradesh-India

Authors

  • Dr.G.Prabhakararao

modeling, infectious diseases, epidemics, stratified populations, susceptible, chain-branched reactions., chain-branched reactions, Modeling

Abstract

In this paper we have analyzed the Mathematical modeling of Gonorrheal disease, the spread of a contagious disease involves interactions of two populations: the susceptible and the infectives. In some diseases these two populations are from different species. For example, malaria is not passed directly between animals but by the anopheline mosquitoes, and schistosomiasis is passed from animal to animal only through contact with water in which live snails that can incubate the disease-causing helminthes. In other diseases, the infection can be passed direct from invectives to susceptible: Viral diseases like chicken-pox, measles, and influenza, and bacterial diseases like tuberculosis can pass through a population much like flame through fuel.

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How to Cite

Mathematical Modeling of Gonorrheal Disease a Case Study with Reference to Anantapur District-Andhrapradesh-India. (2013). Global Journal of Science Frontier Research, 13(18), 41-57. https://journalofscience.org/index.php/GJSFR/article/view/

References

P Murphy (2003) An investigation into the use of total parenteral nutrition within a district general hospital over a two year period (2000-2002). 22(500), S80.

Mathematical Modeling of Gonorrheal Disease A Case Study with Reference to Anantapur District- Andhrapradesh- India

Published

2013-04-22

How to Cite

Mathematical Modeling of Gonorrheal Disease a Case Study with Reference to Anantapur District-Andhrapradesh-India. (2013). Global Journal of Science Frontier Research, 13(18), 41-57. https://journalofscience.org/index.php/GJSFR/article/view/