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Lee-Yang zeros for DHL and 2D rational dynamics, I. Foliation of the physical cylinder
Lee-Yang zeros DHL D rational dynamics I. Foliation of the physical cylinder
2010/12/10
In a classical work of the 1950’s, Lee and Yang proved that thezeros of the partition functions of a ferromagnetic Ising models always lie on the unit circle. Distribution of these zeros is physically...
本文引入两个概念,即,关于拟三角双代数的cylinder余代数和cylinder余积, 并指出存在一个反余代数同构:$(H, \overline{\Delta})\cong (H, \tilde{\Delta})$,其中$(H, \overline{\Delta})$是cylinder余积,$(H,\tilde{\Delta})$是辫余积. 对任意有限维Hopf代数$H$,我们证明Drinfel'...