Pages that link to "Item:Q1340097"
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The following pages link to Pioneer exclusion in a one-hump discrete pioneer-climax competitive system (Q1340097):
Displaying 18 items.
- Strange attractors for asymptotically zero maps (Q506659) (← links)
- Single spreading speed and traveling wave solutions of a diffusive pioneer-climax model without cooperative property (Q523853) (← links)
- Co-invasion waves in a reaction diffusion model for competing pioneer and climax species (Q1049435) (← links)
- Exclusion principles for density-dependent discrete pioneer-climax models (Q1340606) (← links)
- The effects of planting and harvesting on endangered species in discrete competitive systems (Q1804835) (← links)
- Lumped-density population models of pioneer-climax type and stability analysis of Hopf bifurcations (Q1918046) (← links)
- Invasion dynamics of a diffusive pioneer-climax model: monotone and non-monotone cases (Q2033954) (← links)
- Dynamics of a pioneer-climax species model with migration (Q2285362) (← links)
- Multiple Attractors in Juvenile-adult Single Species Models (Q2941687) (← links)
- Global Stability of Cycles: Lotka-Volterra Competition Model With Stocking (Q3148757) (← links)
- Minimal wave speed and spread speed of competing pioneer and climax species (Q3191906) (← links)
- Using stocking or harvesting to reverse period-doubling bifurcations in discrete population models (Q4211786) (← links)
- PERIOD-DOUBLING BIFURCATIONS FOR SYSTEMS OF DIFFERENCE EQUATIONS AND APPLICATIONS TO MODELS IN POPULATION BIOLOGY (Q4344866) (← links)
- Compensatory versus Overcompensatory Dynamics in Density-dependent Leslie Models (Q4658737) (← links)
- Simple dynamics in non-monotone Kolmogorov systems (Q5888266) (← links)
- Global stability of discrete competition model (Q5948838) (← links)
- Estimation of spreading speeds and travelling waves for the lattice pioneer-climax competition system (Q6581713) (← links)
- Travelling waves and speed selection for the integrodifference pioneer-climax competition system (Q6581928) (← links)