微分代数群的一个Jordan-Hoelder定理
A Jordan-Hoelder Theorem for Differential Algebraic Groups
摘要：
证明了微分代数群可以被微分代数群的有限个次正规列滤除，使得其后继的子群几乎是单的，即没有同类型的正规子群.给出了一个唯一性结果，证明了几乎单群的几个性质，并在常微分情形下，对几乎单线性微分代数群进行了分类。
英文摘要：
We show that a differential algebraic group can be filtered by a finite subnormal series of differential algebraic groups such that successive quotients are almost simple, that is have no normal subgroups of the same type. We give a uniqueness result, prove several properties of almost simple groups and, in the ordinary differential case, classify almost simple linear differential algebraic groups.
机构、总结、中文摘要均由AI分析而来，可能存在错误，请以论文正文为准。
