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- W2208171034 abstract "This study is concerned with the mathematical modeling for human immunodeficiencyvirus (HIV) transmission epidemics. The mathematical models arespecified by stochastic differential equations that are solved by use of GeneratingFunctions (GF). Models based on Mother to child transmission (MTCT) (agegroup 0-5 years), Heterosexual transmission (age group 15 and more years) andcombined case (incorporating all groups and the two modes of transmission) weredeveloped and the expectations and variances of Susceptible (S) persons, Infected(I) persons and AIDS cases were found. The S1(t) Susceptible model producesa constant expectation and increasing variance. It was shown that Mother toChild transimission and Heterosexual models are special cases of the Combinedmodel." @default.
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- W2208171034 date "2005-02-09" @default.
- W2208171034 modified "2023-09-24" @default.
- W2208171034 title "MATHEMATICAL MODELING FOR HUMAN IMMUNODEFICIENCY VIRUS (HIV) TRANSMISSION USING GENERATING FUNCTION APPROACH" @default.
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