Existence of an uncountable tower of Borel subgroups between the Prüfer ...
2022年3月1日 - Recently in Dikranjan et al. (Fund Math 249: 185–209, 2020) an uncountable Borel subgroup\(t^s_{(2^n)}({\mathbb T}) \)(called statistically...
Borel线性代数群
Abelian ideals in a Borel subalgebra of a complex simple Lie algebra | ...
2004年4月1日 - Let\(\mathfrak{g}\)be a complex simple Lie algebra and\(\mathfrak{b}\)a fixed Borel subalgebra of\(\mathfrak{g}\). We describe the abelian i...
On the unit group of a semisimple group algebra and the normal complement ...
2023年2月1日 - Let F be the field with p elements, where p is of the form $$ (2t+1)$$ for some square free odd integer t. In this article, we obtain the or...
[2504.09084v1] The symmetries of affine $K$-systems and a program for ...
2025年4月12日 - Abstract page for arXiv paper 2504.09084v1: The symmetries of affine $K$-systems and a program for centralizer rigidity Mathematics Dynamica...
[1206.4395] A method for construction of Lie group invariants
2012年6月20日 - Abstract page for arXiv paper 1206.4395: A method for construction of Lie group invariants Mathematics Representation Theory arXiv:1206.4395...
Eigenfunction asymptotics in the complex domain for a compact Lie group
2026年2月19日 - 1Introduction LetGGbe a connected compact Lie group with Lie algebra of left-invariant vector fieldsݔ�\mathfrak{g}and coalgebraݔ�∨\math...