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A generic model for the description of biological population dynamics in industrial bioreactors is detailed.
Here, we apply Methods of Moments to solve a population balance equation describing the dynamic adaptation of a biological population to its environment.
In this article, a mathematical model has been developed for the generalized time fractional order biological population model (GTFBPM).
Resource conservation and fishery management require the practical definition of spatial management units that reflect biological population structure.
Analysis was carried out through a multidisciplinary approach, including archaeology, history, linguistics, and cultural studies, to place biological population change within a cultural context.
This paper shows how biological population dynamic models in the form of partial differential equations can be applied to heterogeneous landscapes.
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Buckland, S. T. et al. Introduction to distance sampling: estimating abundance of biological populations (Oxford University Press, 2001).
Biological populations of cells show considerable cell-to-cell variability.
It reviews the modeling methodology, nonlinear phenomenon, and dynamics of biological populations.
The characteristics and dynamics of biological populations and communities are dealt with, as are the interactions that constitute the primary stabilizing links among the constituent organisms.
We base our models on Population Processes, an approach commonly used to represent the dynamics of biological populations.
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