On a generalization of one Kramer's theorem

同构定理群到部分群的推广

Generalization of isomorphism theorems groups to Partial groups

本文定义了一种新的类似于群的结构，称之为部分群。该结构由组合物内部规律决定局部稳定性。将群的三个同构定理推广到部分群。

Harish-Chandra基本定理在非紧型黎曼对称空间中的推广

Generalization of Harish-Chandra's basic theorem for Riemannian symmetric spaces of non-compact type

本文将Harish-Chandra关于黎曼对称空间G/K上不变微分算子的一个基本正合列推广到我们称之为“单瓣”的一类K型上.该论点还包括进一步推广Broer的推广Chevalley限制定理。

Solvable Hypergroups and a Generalization of Hall's Theorems on Finite Solvable Groups to Association Schemes

We generalize Philip Hall's celebrated theorems on finite solvable groups to scheme theory. Our result is based on a series of results on hypergroups.

A Generalization of von Staudt's Theorem on Cross-Ratios

A generalization of von Staudt's theorem that every permutation of the projective line that preserves harmonic quadruples is a projective semilinear map is given. It is then concluded that any proper supergroup of permutations of the projective semilinear group over an algebraically closed field of transcendence degree at least 1 is 4-transitive.