This paper deals with the Leibowitz–Rubinow models of population dynamics with general birth laws and zero minimum cycle length. We give generation results in L^p-spaces and investigate the spectrum and the asymptotic behavior of the corresponding C_0-semigroup
On the theory of a growing cell population with zero minimum cycle length
LODS, BERTRAND;
2002-01-01
Abstract
This paper deals with the Leibowitz–Rubinow models of population dynamics with general birth laws and zero minimum cycle length. We give generation results in L^p-spaces and investigate the spectrum and the asymptotic behavior of the corresponding C_0-semigroup
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