Pages that link to "Item:Q5378463"
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The following pages link to Critical diapause portion for oscillations: Parametric trigonometric functions and their applications for Hopf bifurcation analyses (Q5378463):
Displaying 14 items.
- Synchronized tick population oscillations driven by host mobility and spatially heterogeneous developmental delays combined (Q829039) (← links)
- Complex dynamics in a delay differential equation with two delays in tick growth with diapause (Q2003947) (← links)
- A patchy model for tick population dynamics with patch-specific developmental delays (Q2086909) (← links)
- Bistable dynamics on a tick population equation incorporating Allee effect and two different time-varying delays (Q2090504) (← links)
- Global continuation of periodic oscillations to a diapause rhythm (Q2097608) (← links)
- Attractivity criterion on a delayed tick population dynamics equation with a reproductive function \(f(u) = ru^\gamma e^{-\sigma u}\) (Q2694111) (← links)
- Discrete stage-structured tick population dynamical system with diapause and control (Q2694114) (← links)
- Global exponential stability analysis for tick population model with delayed sub-linear Gamma-Ricker nonlinearities (Q2694254) (← links)
- Stability switches in a linear differential equation with two delays (Q5039018) (← links)
- A discrete tick population dynamics model with continuous and seasonal birth breeding (Q5094559) (← links)
- Multi-cycle periodic solutions of a differential equation with delay that switches periodically (Q6163932) (← links)
- Novel results on attractivity of a neoclassical growth system incorporating multiple pairs of time-varying delays (Q6174907) (← links)
- Lyme disease models of tick-mouse dynamics with seasonal variation in births, deaths, and tick feeding (Q6194027) (← links)
- Delayed nonmonotonic immune response in HIV infection system (Q6560017) (← links)
