96-3 Jiunn-I Shieh

The topological entropy of uniquely ergodic tiling systems (38K, LaTeX) Jan 8, 96

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Abstract. We generalize the study of the entropy of uniquely ergodic subshifts of finite type with Z^n action to uniquely ergodic tiling systems of finite type with R^n action. We prove that the entropy of any such tiling system is zero.

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