A slice theorem for quivers with an involution

Bocklandt R.; Ringel C.M.

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A slice theorem for quivers with an involution

机译：带对合颤动的切片定理

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摘要

We study the Luna slice theorem in the case of quivers with an involution or supermixed quivers as introduced by Zubkov in [6]. We construct an analogue to the notion of a local quiver setting described in [3]. We use this technique to determine dimension vectors of simple supermixed representations.

机译：我们研究了Zubkov在[6]中介绍的具有对合或超混合颤抖的颤抖情况下的Luna切片定理。我们构建了与[3]中描述的本地颤动设置概念的类似物。我们使用这种技术来确定简单的超级混合表示的维度向量。

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《Journal of algebra and its applications》 |2010年第3期|共25页
作者
Bocklandt R.; Ringel C.M.;
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正文语种 eng
中图分类代数、数论、组合理论;
关键词
invariant theory of classical groups; Representations of quivers; slice theorem;

机译：经典群不变理论;颤动表示;切片定理;

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专利

1. A slice theorem for quivers with an involution [J] . Bocklandt R., Ringel C.M. Journal of algebra and its applications . 2010,第3期

机译：带对合颤动的切片定理
2. Duflo involutions for 2-categories associated to tree quivers [J] . Zhang Xiaoting Journal of algebra and its applications . 2016,第3期

机译：与树颤动相关的2类的Duflo对合
3. Symmetric quivers, invariant theory, and saturation theorems for the classical groups [J] . Sam S.V. Advances in Mathematics . 2012,第2期

机译：古典群的对称颤动，不变理论和饱和定理
4. Differentiable probabilistic models of scientific imaging with the Fourier slice theorem [C] . Karen Ullrich, Rianne van den Berg, Marcus Brubaker, Conference on Uncertainty in Artificial Intelligence . 2019

机译：傅立叶切片定理的可分解概率模型
5. Persistent Homology: Categorical Structural Theorem and Stability Through Representations of Quivers [D] . Meehan, Killian. 2018

机译：持久同源性：分类结构定理和颤动表示的稳定性
6. Some Theorems in Finite Field Theory with Applications to Fermats Last Theorem [O] . H. S. Vandiver 1944

机译：有限场理论中的一些定理及其在费马最后定理中的应用
7. A SLICE THEOREM FOR QUIVERS WITH AN INVOLUTION [O] . Raf Bocklandt 2010

机译：一个具有参数的序列的sLICE定理
8. Coincidence Theorems for Involutions [R] . Aarts, J. M., Fokkink, R. J., Vermeer, H. 1996

机译：涉及的重合定理

A slice theorem for quivers with an involution

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