Multiparametric Bifurcation Analysis of a Basic Two-Stage Population Model

@article{Baer2006MultiparametricBA,
  title={Multiparametric Bifurcation Analysis of a Basic Two-Stage Population Model},
  author={S. M. Baer and B. W. Kooi and Yuri A. Kuznetsov and Horst R. Thieme},
  journal={SIAM Journal of Applied Mathematics},
  year={2006},
  volume={66},
  pages={1339-1365}
}

• S. M. Baer, B. W. Kooi, +1 author Horst R. Thieme
• Published 2006 in SIAM Journal of Applied Mathematics
• DOI:10.1137/050627757

Population growth models that include age, stage or body size structure usually are rather sophisticated, involving partial or functional differential equations, difference equations, or integral equations. We will discuss the long-term dynamics of the most basic model, described in [1], for stage-structured populations, in which the per capita transition from the juvenile into the adult class is density dependent. The model is represented by a time autonomous, planar system of nonlinear… CONTINUE READING

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