Here we consider the emergent spatiotemporal dynamics on large bounded domains, with Dirichlet conditions at one boundary and Neumann conditions at the other.
The lambda-omega class of reaction-diffusion equations has received considerable attention because they are more amenable to mathematical investigation than ...
Abstract. The lambda-omega class of reaction-diffusion equations has received considerable attention because they are more amenable to mathematical ...
Jan 7, 2015 · Here we consider the emergent spatiotemporal dynamics on large bounded domains, with Dirichlet conditions at one boundary and Neumann conditions ...
Absolute Stability of Wavetrains Can Explain Spatiotemporal Dynamics in Reaction-Diffusion Systems of Lambda-Omega Type · Matthew J. Smith,; Jens D. M. ...
Absolute stability of wavetrains can explain spatiotemporal dynamics in reaction-diffusion systems of lambda-omega type. MJ Smith, JDM Rademacher, JA Sherratt.
The wavetrain band becomes narrower as ω 1 is increased, and persists as one crosses the threshold for absolute instability of the wavetrain; the behavior ...
Absolute Stability of Wavetrains Can Explain Spatiotemporal Dynamics in Reaction-Diffusion Systems of Lambda-Omega Type. SIAM Journal on Applied Dynamical ...
... Absolute stability of wavetrains can explain spatiotemporal dynamics in reaction–diffusion systems of lambda–omega type, SIAM J. Appl. Dyn. Syst. 8 (2009) ...
Apr 13, 2024 · We present a nonlinear stability theory for periodic wave trains in reaction–diffusion systems, which relies on pure $$L^\infty ...