By Kevin Mcgoff and Ronnie Pavlov

In this work we consider an ensemble of random *\mathbb{Z}^d*-shifts of finite type (*\mathbb{Z}^d*-SFTs) and prove several results concerning the behavior of typical systems with respect to emptiness, entropy, and periodic points. These results generalize statements made in \cite{McGoff} regarding the case *d=1*. Let *\mathcal{A}* be a finite set, and... Show more

August 18, 2014

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Random $\mathbb{Z}^d$-shifts of finite type

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