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Browsing by Subject "Demographic stochasticity, Ito stochastic differential equations, Stocking"

Browsing by Subject "Demographic stochasticity, Ito stochastic differential equations, Stocking"

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  • Ayesha, K. M. S.; De Silva, T. M. M. (Faculty of Science, University of Kelaniya Sri Lanka, 2022)
    The concept of stochasticity, which is based on probability theory, has played a vital role in describing the population fluctuations in most species. Demographic and environmental stochasticity are the main branches of ...

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