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- W2220347819 abstract "We consider rotations on the torus $mathbb{T}^2$, and we classify them with respect to the complexity functions. In dimension one, a minimal rotation can be coded by a sturmian word. A sturmian word has complexity $n+1$ by the Morse-Hedlund theorem. Here we make a generalization in dimension two." @default.
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- W2220347819 date "2012-05-23" @default.
- W2220347819 modified "2023-09-27" @default.
- W2220347819 title "Classification of rotations on the torus $mathbb{T}^2$" @default.
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