References

Brännström, Åke, Linus Carlsson, and Daniel Simpson. 2013. On the Convergence of the Escalator Boxcar Train.” SIAM Journal on Numerical Analysis 51 (6): 3213–31.
De Roos, A M. 1988. Numerical methods for structured population models: The Escalator Boxcar Train.” Numerical Methods for Partial Differential Equations 4: 173–95.
———. 1997. A gentle introduction to physiologically structured population models.” In Structured Population Models in Marine, Terrestrial and Freshwater Systems, edited by S Tuljapurkar and H Caswell, 119–204. Chapman-Hall, New York.
———. 2008. Demographic analysis of continuous-time life-history models.” Ecology Letters 11: 1–15.
De Roos, A M, O Diekmann, and J A J Metz. 1992. Studying the dynamics of structured population models: A versatile technique and its application to Daphnia.” American Naturalist 139 (1): 123–47.
De Roos, A M, and L Persson. 2002. Size-dependent life-history traits promote catastrophic collapses of top predators.” Proceedings of the National Academy of Sciences 99 (20): 12907–12.
———. 2013. Population and community ecology of ontogenetic development. Monographs in Population Biology 51. Princeton University Press, Princeton.
Dieckmann, U. 1997. Can adaptive dynamics invade? Trends in Ecology & Evolution 12 (4): 128–31.
Dieckmann, U, and R Law. 1996. The dynamical theory of coevolution: A derivation from stochastic ecological processes.” Journal of Mathematical Biology 34 (5-6): 579–612.
Diekmann, O, M Gyllenberg, and J A J Metz. 2003. Steady-state analysis of structured population models.” Theoretical Population Biology 63 (4): 309–38.
Geritz, S A H, E Kisdi, G Meszéna, and J A J Metz. 1998. Evolutionarily singular strategies and the adaptive growth and branching of the evolutionary tree.” Evolutionary Ecology 12 (1): 35–57.
Geritz, S A H, J A J Metz, and C Rueffler. 2016. Mutual invadability near evolutionarily singular strategies for multivariate traits, with special reference to the strongly convergence stable case. Journal of Mathematical Biology 72 (4): 1081–99.
Kirkilionis, M A, O Diekmann, B Lisser, M Nool, B Sommeijer, and A M De Roos. 2001. Numerical continuation of equilibria of physiologically structured population models. I. Theory.” Mathematical Models & Methods In Applied Sciences 11 (6): 1101–27.
Kuznetsov, Y A. 1995. Elements of applied bifurcation theory. Heidelberg: Springer-Verlag.
Leimar, O. 2005. The evolution of phenotypic polymorphism: Randomized strategies versus evolutionary branching.” American Naturalist 165 (6): 669–81.
Metz, J A J, and O Diekmann. 1986. The dynamics of physiologically structured populations. Vol. 68. Lecture Notes in Biomathematics. Springer-Verlag, Heidelberg.
Metz, J A J, S A H Geritz, G Meszéna, F J A Jacobs, and J S van Heerwaarden. 1996. Adaptive dynamics, a geometrical study of the consequences of nearly faithful reproduction.” In Stochastic and Spatial Structures of Dynamical Systems, edited by S J van Strien and S M Verduyn-Lunel, 183–231. Amsterdam: KNAW Verhandelingen.
Zhang, L, U Dieckmann, and Å Brännström. 2017. On the performance of four methods for the numerical solution of ecologically realistic size-structured population models.” Methods in Ecology and Evolution 8 (8): 948–56.