Pages that link to "Item:Q2458021"

The following pages link to The evolution of travelling wave-fronts in a hyperbolic Fisher model. II: The initial value problem (Q2458021):

Displaying 6 items.

• Long-time solutions of scalar nonlinear hyperbolic reaction equations incorporating relaxation. I: The reaction function is a bistable cubic polynomial (Q1627701) (← links)
• Large-time solutions of a class of scalar, nonlinear hyperbolic reaction-diffusion equations (Q2061426) (← links)
• The evolution of travelling wave-fronts in a hyperbolic Fisher model. I. The travelling wave theory (Q3508144) (← links)
• The evolution of travelling waves in the weakly hyperbolic generalized Fisher model (Q4545374) (← links)
• The evolution of travelling wavefronts in a hyperbolic Fisher model. III. The initial-value problem when the initial data has exponential decay rates (Q5305586) (← links)
• Traveling waves, blow‐up, and extinction in the Fisher–Stefan model (Q6064007) (← links)