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This work is concerned with the Gevrey regularity and analyticity of thesolution to a weakly dissipative Camassa-Holm system. We first demonstrate thelocal Gevery regularity and analyticity of this equation. Then, we disscuss thecontinuity of the data-to-solution map. Finally, we obtain the global Geveryregularity of this system in Gevery class $G_{\sigma}$ with $\sigma\geq 1$ intime.

Global Gevery regulartiy and analyticity of a weakly dissipative Camassa-Holm equation