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                                 Abstract:The scaling and additivity properties of R\'enyi entropy in rapidity space of the instanton final state (IFS) and current jet identified by the $r$-sorting method from the QCDINS Monte Carlo event sample are studied. Asymptotic scaling of R\'enyi entropy $H_2$ is observed for the IFS while the $H_2$ for current jet tends to saturation with the decreasing of phase space scale. Furthermore, it is found that the additivity of $H_2$ holds well for IFS in narrow rapidity window at different positions. These results indicate that the IFS produced in the instanton-induced process of deep inelastic scattering has reached local equilibrium.
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