分裂的δ Jordan-Lie代数的结构
发布时间：2018-07-23 19:46
【摘要】：研究带有对称根系的任意分裂的δJordan-Lie代数的结构,定义分裂的δJordan-Lie代数,给出此代数的根连接;利用根连接这种工具,刻画代数L,具有形式L=U+∑[j]∈Λ/~I[j],其中U是极大Abelian子代数H的一个子空间,I[j]是L的一个理想,并且满足如果[j]≠[k],有[I[j],I[k]]=0。
[Abstract]:In this paper, we study the structure of arbitrarily split 未 Jordan-Lie algebras with symmetric roots, define the splitting 未 Jordan-Lie algebras, give the root connections of this algebra, and use the tool of root connection, Characterizing the algebra L, we have the form LJ U 鈭，
本文编号：2140456
[Abstract]:In this paper, we study the structure of arbitrarily split 未 Jordan-Lie algebras with symmetric roots, define the splitting 未 Jordan-Lie algebras, give the root connections of this algebra, and use the tool of root connection, Characterizing the algebra L, we have the form LJ U 鈭，
本文编号：2140456
本文链接：https://www.wllwen.com/kejilunwen/yysx/2140456.html
