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Interdisciplinary Applied Mathematics
The theory of branching processes is an area of mathematics that describes situations in
which an entity exists for a time and then may be replaced by one, two, or more entities of a …
which an entity exists for a time and then may be replaced by one, two, or more entities of a …
Coexistence in a variable environment: eco-evolutionary perspectives
A central question in community ecology is the means by which species coexist. Models of
coexistence often assume that species have fixed trait values and consider questions such …
coexistence often assume that species have fixed trait values and consider questions such …
Rapid evolution promotes fluctuation‐dependent species coexistence
Recent studies have demonstrated that rapid contemporary evolution can play a significant
role in regulating population dynamics on ecological timescales. Here we identify a …
role in regulating population dynamics on ecological timescales. Here we identify a …
Seasonality and the evolutionary divergence of plant parasites
The coexistence of closely related plant parasites is widespread. Yet, understanding the
ecological determinants of evolutionary divergence in plant parasites remains an issue …
ecological determinants of evolutionary divergence in plant parasites remains an issue …
Interdisciplinary applied mathematics
SSAJE Marsden, LSS Wiggins, L Glass, RV Kohn… - 1993 - Springer
Problems in engineering, computational science, and the physical and biological sciences
are using increasingly sophisticated mathematical techniques. Thus, the bridge between the …
are using increasingly sophisticated mathematical techniques. Thus, the bridge between the …
Armstrong–McGehee mechanism revisited: Competitive exclusion and coexistence of nonlinear consumers
X **ao, GF Fussmann - Journal of Theoretical Biology, 2013 - Elsevier
A number of mechanisms have been proposed to explain the coexistence of species
engaging in exploitative competition. The Armstrong–McGehee mechanism relies on …
engaging in exploitative competition. The Armstrong–McGehee mechanism relies on …
Evolution of specialization under non-equilibrium population dynamics
T Nurmi, K Parvinen - Journal of Theoretical Biology, 2013 - Elsevier
We analyze the evolution of specialization in resource utilization in a mechanistically
underpinned discrete-time model using the adaptive dynamics approach. We assume two …
underpinned discrete-time model using the adaptive dynamics approach. We assume two …
Maintenance and evolution of individual differences in a prey defence trait examined with a dynamic predator-prey model
Predator-prey systems often feature periodic population cycles. In an empirical system with a
heritable prey defence trait, ecological oscillations were previously shown to cause …
heritable prey defence trait, ecological oscillations were previously shown to cause …
[PDF][PDF] Adaptive Dynamics of Resource Specialization
T Nurmi - 2015 - utupub.fi
Ecological specialization in resource utilization has various facades ranging from nutritional
resources via host use of parasites or phytophagous insects to local adaptation in different …
resources via host use of parasites or phytophagous insects to local adaptation in different …