Pages that link to "Item:Q2207443"

The following pages link to Isolated periodic wave trains and local critical wave lengths for a nonlinear reaction-diffusion equation (Q2207443):

Displaying 6 items.

• Periodic travelling waves in nonlinear reaction-diffusion equations via multiple Hopf bifurcation (Q1433729) (← links)
• Isolated periodic wave solutions arising from Hopf and Poincaré bifurcations in a class of single species model (Q2069169) (← links)
• Small amplitude limit cycles and local bifurcation of critical periods for a quartic Kolmogorov system (Q2190835) (← links)
• The saddle-node of nearly homogeneous wave trains in reaction-diffusion systems (Q2641362) (← links)
• Two synthetical five-component nonlinear integrable systems: Darboux transformations and applications (Q5151986) (← links)
• Near-ordinary periodic waves of a generalized reaction-convection-diffusion equation (Q6155156) (← links)