Stability of the $μ$-Camassa-Holm Peakons

Published 18 Nov 2010 in math.AP | (1011.4130v1)

Abstract: The $\mu$-Camassa-Holm ($\mu$CH) equation is a nonlinear integrable partial differential equation closely related to the Camassa-Holm equation. We prove that the periodic peaked traveling wave solutions (peakons) of the $\mu$CH equation are orbitally stable.

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