On the existence of a solution of a vector periodic boundary value problem
Stability of a model for the Belousov-Zhabotinskij reaction
The paper deals with the Field-Körös-Noyes' model of the Belousov-Yhabotinskij reaction. By means of the method of the Ljapunov function a sufficient condition is determined that the non-trivial critical point of this model be asymptotically stable with respect to a certain set.
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