论文标题
经典仿射W-偏源
Integrability of classical affine W-algebras
论文作者
论文摘要
我们证明，所有古典杂物w-algebras w（g，f），g是一个简单的谎言代数，f是其非零的nilpotent元素，承认Bi-Hamiltonian PDES是可集成的层次结构，可能是nilpotent contiment in n nilpotent in g_2 in G_2中的nilpotent conigacy class in g_2中的f_4中的一个和五个。
We prove that all classical affine W-algebras W(g,f), where g is a simple Lie algebra and f is its non-zero nilpotent element, admit an integrable hierarchy of bi-Hamiltonian PDEs, except possibly for one nilpotent conjugacy class in G_2, one in F_4, and five in E_8.
