A note on population growth under random dispersal |
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| Authors: | H D Landahl |
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| Institution: | (1) Committee on Mathematical Biology, The University of Chicago, Chicago, USA |
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| Abstract: | An approximation method using a sine function is used to solve the second degree growth equation for the case in which an
organism may simultaneously become dispersed throughout a uniform region. The resulting expression for a special case is compared
with the expression obtained by R. Barakat (1959,Bull. Math. Biophysics,21, 141–51), giving the first two terms, by an iterative, procedure. The agreement is satisfactory. |
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