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A family of 2-graphs arising from two-dimensional subshifts

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posted on 2024-11-15, 04:02 authored by David PaskDavid Pask, Iain Raeburn, Natasha A Weaver
Higher-rank graphs (or k-graphs) were introduced by Kumjian and Pask to provide combinatorial models for the higher-rank Cuntz-Krieger C*-algebras of Robertson and Steiger. Here we consider a family of finite 2-graphs whose path spaces are dynamical systems of algebraic origin, as studied by Schmidt and others.

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Citation

Pask, D., Raeburn, I. & Weaver, N. A. (2009). A family of 2-graphs arising from two-dimensional subshifts. Ergodic Theory and dynamical Systems, 29 (5), 1613-1639.

Journal title

Ergodic Theory and Dynamical Systems

Volume

29

Issue

5

Pagination

1613-1639

Language

English

RIS ID

29368

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