respectively. We also show that for a not Li-Yorke chaotic (and hence zero entropy) interval map, the limit of recurrence determinism as distance threshold converges to zero can be strictly smaller than one. [4/4 of https://t.co/6j5xPm24kZ]
correlation sum does not exist is given. Moreover, we present formulas for computation of the asymptotic correlation sum with respect to the cardinality of the $\omega$-limit set or to the configuration of the intervals forming it, [3/4 of https://t.co/6j5
behavior of these quantities for interval maps. We show for which cases the asymptotic correlation sum exists. An example of an interval map with zero entropy and a point with the finite $\omega$-limit set for which the asymptotic [2/4 of https://t.co/6j5x
Recurrence quantification analysis is a method for measuring the complexity of dynamical systems. Recurrence determinism is a fundamental characteristic of it, closely related to correlation sum. In this paper, we study asymptotic [1/4 of https://t.co/6j5x