平面代数的子因子构造
算子代数
2013-03-20 v2
摘要
我们提出了比 Guionet-Jones-Shlyakhtenko-Walker 以及 Kodiyalam-Sunder 更多的平面代数子因子构造方法，这些方法从子因子平面代数出发，直接给出具有相同标准不变量且对应该平面代数的子因子。我们的构造基于使用平面代数中的常规概念，如对合、包含和条件期望映射等。
引用
@article{arxiv.1210.7436,
title = {A Construction of Subfactors of Planar Algebra},
author = {Wunghun Ri and Gwangho Jong},
journal= {arXiv preprint arXiv:1210.7436},
year = {2013}
}
备注
(1) 21 pages with 33 figures; (2) The results of this article is presented in the International Symposium in Commemoration of the 65th Anniversary of the Foundation of Kim Il Sung University, September 20-21, Juche100(2011), Pyongyang D.P.R. Korea ; (3) Second version is produced by LaTex and includes more references