论文标题
KMS的广义toeplitz代数状态
KMS states of a generalized Toeplitz algebras
论文作者
论文摘要
在本文中，我们考虑了一个非Quasi-lattice订购的半office ofercemed semogroup $ \ mathrm {p} \ rtimes \ rtimes \ bb bb bb bb bb n^$ n^werime p} p} p} p} \ rtimes \ bb bb bb bb bb bb n^$ \ bb bb n^$ \ Mathrm {p} \ rtimes \ bbb n^{\ times} $是添加性半群$ \ mathrm {p} = \ {0、2、3，\ cdots \ \} $的半领产品，该产品是由多重的正式天然数量的semigrup semigrup $ \ bbb n^^$} $}的。而且我们还计算天然$ c^*$ - 动力系统$（\ Mathcal {t}（\ Mathrm {p} \ rtimes \ rtimes \ bbb n^{\ times}），\ bbb r，σ）。
In this paper, we consider a generalized Toeplitz algebra $\mathcal{T} ( \mathrm{P}\rtimes\Bbb N^{\times})$ for a non-quasi-lattice ordered semigroup $ \mathrm{P}\rtimes\Bbb N^{\times}$ where $ \mathrm{P}\rtimes\Bbb N^{\times}$ is a semidirect product of an additive semigroup $ \mathrm{P} = \{0, 2, 3, \cdots \}$ by a multiplicative positive natural numbers semigroup $ \Bbb N^{\times}$. And also we compute the values of the KMS state of the natural $C^*$-dynamical system $( \mathcal{T} ( \mathrm{P}\rtimes\Bbb N^{\times}), \Bbb R, σ).$
