Abstract
In this paper, we study numerically the existence and stability of the steady state solutions of the reaction-diffusion equation, , and the Klein–Gordon equation, , with the boundary conditions: . We show that as varies, the number of steady state solutions and their stability change.
Citation
Miles Aron. Peter Bowers. Nicole Byer. Robert Decker. Aslihan Demirkaya. Jun Ryu. "Numerical results on existence and stability of steady state solutions for the reaction-diffusion and Klein–Gordon equations." Involve 7 (6) 723 - 742, 2014. https://doi.org/10.2140/involve.2014.7.723
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