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- W2949406908 abstract "We construct an increasing sequence of natural numbers $(m_n)_{n=1}^{+infty}$ with the property that $(m_n þ[1])_{ngeq 1}$ is dense in $T$ for any $þin Rsetminus Q$, and a continuous measure on the circle $mu$ such that $lim_{nto +infty}int_{T}|m_ntheta|dmu(theta)=0$. Moreover, for every fixed $kin N$, the set ${nin N:,knmid m_n }$ is infinite. This is a sufficient condition for the existence of a rigid, weakly mixing dynamical system whose rigidity time is not a rigidity time for any system with a discrete part in its spectrum." @default.
- W2949406908 created "2019-06-27" @default.
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- W2949406908 date "2014-06-29" @default.
- W2949406908 modified "2023-09-27" @default.
- W2949406908 title "Rigidity times for weakly mixing dynamical system which are not rigidity times for any irrational rotation" @default.
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