Beyond-all-order asymptotics for homoclinic snaking of localised patterns in reaction-transport systems
Abstract Spatially localised stationary patterns of arbitrarily wide spatial extent emerge from subcritical Turing bifurcations in one-dimensional reaction-diffusion systems. They lie on characteristic bifurcation curves that oscillate around a Maxwell point as part of a homoclinic snaking phenomenon. Here, a generalis...
Edgardo Villar-Sepúlveda
· Nonlinearity · 0 citations