论文标题

马尔可夫连锁店的破裂

Decoherence for Markov chains

论文作者

Fidaleo, Francesco, Vincenzi, Elia

论文摘要

与任何随机矩阵的外围光谱相关的特征向量产生的子空间自然配备了(有限的尺寸abelian)$ c^*$ - 代数,并且限制了此类随机矩阵的限制,实际上是a $ c^*$ - a $ c^*$ - eAnge $ a的新产品 - 系统。

The subspace generated by the eigenvectors pertaining to the peripheral spectrum of any stochastic matrix is naturally equipped with a structure of a (finite dimensional abelian) $C^*$-algebra, and the restriction of such a stochastic matrix to this subspace, indeed a $C^*$-algebra under this canonical new product, generates a conservative $C^*$-dynamical system.

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