Pages that link to "Item:Q4571163"

The following pages link to Anomalous Scaling of Hopf Bifurcation Thresholds for the Stability of Localized Spot Patterns for Reaction-Diffusion Systems in Two Dimensions (Q4571163):

Displaying 10 items.

• Polymorphic and regular localized activity structures in a two-dimensional two-component reaction-diffusion lattice with complex threshold excitation (Q979108) (← links)
• A martingale formulation for stochastic compartmental susceptible-infected-recovered (SIR) models to analyze finite size effects in COVID-19 case studies (Q2086995) (← links)
• Stable and unstable periodic spiky solutions for the Gray-Scott system and the Schnakenberg system (Q2297224) (← links)
• Spots, traps, and patches: asymptotic analysis of localized solutions to some linear and nonlinear diffusive systems (Q3176634) (← links)
• On accurately estimating stability thresholds for periodic spot patterns of reaction-diffusion systems in² (Q4594539) (← links)
• An Asymptotic Analysis of Localized Three-Dimensional Spot Patterns for the Gierer--Meinhardt Model: Existence, Linear Stability, and Slow Dynamics (Q4986535) (← links)
• Spot patterns in the 2‐D Schnakenberg model with localized heterogeneities (Q4999781) (← links)
• A stochastic-statistical residential burglary model with independent Poisson clocks (Q5056738) (← links)
• Refined stability thresholds for localized spot patterns for the Brusselator model in (Q5205845) (← links)
• Oscillatory translational instabilities of spot patterns in the Schnakenberg system on general 2D domains (Q5886449) (← links)