Abstract
This paper is devoted to the study oflimit laws of entrance times to cylindersets for Cantor minimal systems of zeroentropy using their representation bymeans of ordered Bratteli diagrams. Westudy in detail substitution subshifts andwe prove that these limit laws arepiecewise-linear functions. The same kindof results are obtained for classicallow-complexity systems given bynon-stationary ordered Bratteli diagrams.
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