论文标题
信息几何形状的Frobenius歧管的符号和泊松几何形状
Symplectic and Poisson geometry of the information geometry's Frobenius manifold
论文作者
论文摘要
我们证明，信息几何形状的Frobenius歧管是具有泊松结构的符号歧管。通过证明这一说法，可以在Vinberg，Souriau和Koszul和Frobenius歧管方法开发的理论之间创建桥梁。到目前为止，这些方法似乎已经断开连接。
We prove that the information geometry's Frobenius manifold is a symplectic manifold having Poisson structures. By proving this statement, a bridge is created between the theories developed by Vinberg, Souriau and Koszul and the Frobenius manifold approach. Until now these approaches seemed disconnected.
