On circle rotations and the shrinking target properties

Mathematics – Dynamical Systems

Scientific paper

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13 pages. A new section has been added. The rest of the paper remains the same except for some very minor revisions.

Scientific paper

We generalize the monotone shrinking target property (MSTP) to the s-exponent monotone shrinking target property (sMSTP) and give a necessary and sufficient condition for a circle rotation to have sMSTP. Using another variant of MSTP, we obtain a new, very short, proof of a known result, which concerns the behavior of irrational rotations and implies a logarithm law similar to D. Sullivan's logarithm law for geodesics.

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