Bin Xin

most citedHamiltonian type Lie bialgebras

12 citations · 12 across the 2 of their papers we have counts for

collaborators

2 papers

math.RA2006★ 12 cited

Hamiltonian type Lie bialgebras

Bin Xin, Guang'ai Song, Yucai Su

We first prove that, for any generalized Hamiltonian type Lie algebra $L$ , the first cohomology group $H^{1} (L, L \otimes L)$ is trivial. We then show that all Lie bialgebra structure…

math.RT2005

Classification of quasifinite $W_{\infty}$ -modules

Yucai Su, Bin Xin

It is proved that an irreducible quasifinite $W_{\infty}$ -module is a highest or lowest weight module or a module of the intermediate series; a uniformly bounded indecomposable weigh…

Hamiltonian type Lie bialgebras

Classification of quasifinite W∞​-modules

Classification of quasifinite $W_{\infty}$ -modules