We introduce a new family of aggregation models with constant interjection. In our models, the asymptotic distribution of particle mass, s, always follows a power law, P({≥}s){∝}s^-α, where (1/3{≤}{α}{≤} 1) / 2 . It is clarified that this power law is realized by a balance of two effects, injection and aggregation.
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Takayasu et al. (1988) studied this question.
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