Stochastic resetting in aggregation with sum kernel

Stochastic resetting, specifically that which follows the Poisson time distribution, has been observed to introduce non-trivial steady states and optimization of such states in the constant-kernel aggregation model. In this paper, we extend the study of Poissonian resetting to sum-kernel aggregation. We examine the maximum cluster concentrations reached and the time it is attained as functions of resetting rate.