This work is a natural continuation of Boulanouar’s work of 2013, in which a mathematical model has been studied. This model is based on maturation-velocity structured bacterial population. The bacterial mitosis is mathematically described by a non-compact boundary condition. We investigate the asymptotic behavior of the generated semigroup and we prove that the bacterial population possesses Asynchronous Growth Property.

中文翻译：

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具有描述细菌种群的非紧凑边界条件的数学模型：异步增长性质

这项工作是Boulanouar 2013年工作的自然延续，其中研究了数学模型。该模型基于成熟速度结构化细菌种群。细菌的有丝分裂在数学上由非紧凑边界条件描述。我们研究了产生的半群的渐近行为，并证明细菌种群具有异步生长性质。