论文标题
关于与碰撞破裂的离散凝结方程的经典解决方案
On Classical solution to the Discrete Coagulation Equations with Collisional Breakage
论文作者
论文摘要
在本文中，为具有线性增长的碰撞内核建立了与碰撞破裂的离散凝结方程的存在，而唯一性在碰撞内核的其他限制下显示。此外，还讨论了解决方案时刻的大众保护特性和传播。
In this article, the existence of global classical solutions to the discrete coagulation equations with collisional breakage is established for collisional kernel having linear growth whereas the uniqueness is shown under additional restrictions on collisional kernel. Moreover, mass conservation property and propagation of moments of solutions are also discussed.
