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In this paper we prove global in time analiticity of the flow generated bythe velocity field at which propagates the density solution of theaggregationequation in the case of the initial condition being a positive multiple of thecharacteristic function of a bounded domain in R^n whose boundary is$\mathcal{C}^{1,\, \gamma}$-regular, for $\gamma\in(0, 1)$

Analiticity of the Flow for the Aggregation Equation