In this article, the existence and uniqueness of global solutions to the discrete Safronov–Dubovskiǐ aggregation equation is studied. The unbounded aggregation kernel exhibits at most linear growth at infinity. The solution exhibits mass conservation property without any further restriction over the kernels.

中文翻译：

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关于离散 Safronov-Dubovskiǐ 聚合方程的全局解

本文研究离散 Safronov-Dubovskiǐ 聚合方程全局解的存在唯一性。无界聚合核在无穷远处表现出至多线性增长。该解决方案表现出质量守恒性质，对核没有任何进一步的限制。