On the Modeling of Population Dynamics of a Housefly using Eigenvalues and Eigenvectors
Keywords:
Population dynamics, Housefly, Eigenvalues and Eigenvectors, Fecundity, Leslie and Leftkovitch matrix model.Abstract
We considered the population dynamics of a housefly in well defined stages. We use Leslie and Leftkovitch matrix models which considered eigenvalues and eigenvectors  as the best approach in predicting the long- term stage growth of a housefly and the ways the  population structure of a housefly vary over time. The results obtained showed that it allows production   from eggs to adult ignored to determine the population structure. We concluded  that these approach were the best in determining the long- term stage growth of a housefly   when tested for growth and stable  stage structures
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