Pages that link to "Item:Q467751"
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The following pages link to Dynamics of a producer-grazer model incorporating the effects of excess food nutrient content on grazer's growth (Q467751):
Displaying 36 items.
- Control of CNP homeostasis in herbivore consumers through differential assimilation (Q253571) (← links)
- Somatic growth dilution of a toxicant in a predator-prey model under stoichiometric constraints (Q309213) (← links)
- Coupling effect of grazing pressure and nutrient enrichment on system stability (Q449493) (← links)
- Stoichiometric producer-grazer models with varying nitrogen pools and ammonia toxicity (Q478917) (← links)
- Stoichiometry in producer-grazer systems: linking energy flow with element cycling (Q886833) (← links)
- Complete global and bifurcation analysis of a stoichiometric predator-prey model (Q1663163) (← links)
- Seasonal variation of nutrient loading in a stoichiometric producer-consumer system (Q2002140) (← links)
- Dynamics of a discrete-time stoichiometric optimal foraging model (Q2026599) (← links)
- Coexistence and extinction in a data-based ratio-dependent model of an insect community (Q2038719) (← links)
- Mechanistically derived toxicant-mediated predator-prey model under stoichiometric constraints (Q2045688) (← links)
- Adaptive dynamics of a stoichiometric phosphorus-algae-zooplankton model with environmental fluctuations (Q2127726) (← links)
- Stoichiometric knife-edge model on discrete time scale (Q2142057) (← links)
- Stoichiometric food chain model on discrete time scale (Q2160551) (← links)
- Effect of excess food nutrient on producer-grazer model under stoichiometric and toxicological constraints (Q2160557) (← links)
- Mechanistically derived spatially heterogeneous producer-grazer model subject to stoichiometric constraints (Q2160565) (← links)
- Stoichiometric modeling of aboveground-belowground interaction of herbaceous plant and two herbivores (Q2195626) (← links)
- Incorporating carbon dioxide into a stoichiometric producer-grazer model (Q2244937) (← links)
- Enrichment in a general class of stoichiometric producer-consumer population growth models (Q2261870) (← links)
- Genotypic selection in spatially heterogeneous producer-grazer systems subject to stoichiometric constraints (Q2283915) (← links)
- Compensatory foraging in stoichiometric producer-grazer models (Q2283927) (← links)
- The effects of excess food nutrient content on a tritrophic food chain model in the aquatic ecosystem (Q2308857) (← links)
- Environmental seasonality on predator-prey systems under nutrient and toxicant constraints (Q2324886) (← links)
- Dynamics of a producer-grazer model incorporating the effects of phosphorus loading on grazer's growth (Q2417513) (← links)
- Effects of nutrient enrichment on coevolution of a stoichiometric producer-grazer system (Q2514409) (← links)
- A stoichiometric producer-grazer model incorporating the effects of excess food-nutrient content on consumer dynamics (Q2637814) (← links)
- Stoichiometry and environmental change drive dynamical complexity and unpredictable switches in an intraguild predation model (Q2678880) (← links)
- Dynamics of a stoichiometric producer-grazer model with maturation delay (Q5039418) (← links)
- Discrete-time versus continuous-time toxic predation models (Q5067770) (← links)
- Stability and Bifurcation in a Stoichiometric Producer-Grazer Model with Knife Edge (Q5506821) (← links)
- Contrasting stoichiometric dynamics in terrestrial and aquatic grazer–producer systems (Q5862021) (← links)
- Stoichiometric microplastics models in natural and laboratory environments (Q6192906) (← links)
- Dynamics of a stoichiometric regrowth-consumer model (Q6537604) (← links)
- Stoichiometry-dependent fear effect in a food chain model (Q6540267) (← links)
- Theory of stoichiometric intraguild predation: algae, ciliate, and \textit{Daphnia} (Q6564782) (← links)
- Asymptotic and transient dynamics of a stoichiometric algal growth model with two-stage phosphate uptake (Q6598444) (← links)
- Stoichiometric theory in optimal foraging strategy (Q6634516) (← links)