TOCSY - Toolboxes for Complex Systems: K2 - Dynamical Invariants by Recurrence Plots. Recurrence plots contain information about the dynamics of the system. It is possible, to derive dynamical invariants, like K2 entropy, from the recurrence plots. For further explanation have a look at www.recurrence-plot.tk/invariants.php.

References in zbMATH (referenced in 36 articles )

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  1. Jauregui-Correa, Juan Carlos; López-Cajun, Carlos S.; Sen, Mihir: Determining the coupling source on a set of oscillators from experimental data (2017)
  2. Craciunescu, T.; Murari, A.: Geodesic distance on Gaussian manifolds for the robust identification of chaotic systems (2016)
  3. Málek, Josef; Rajagopal, Kumbakonam R.; Suková, Petra: Response of a class of mechanical oscillators described by a novel system of differential-algebraic equations. (2016)
  4. Anishchenko, V.S.; Boev, Ya.I.; Semenova, N.I.; Strelkova, G.I.: Local and global approaches to the problem of Poincaré recurrences. Applications in nonlinear dynamics (2015)
  5. Boev, Yaroslav Igorevich; Strelkova, Galina Ivanova; Anishchenko, Vadim Seménovich: Estimating dimensions of chaotic attractors using Poincaré recurrences (2015)
  6. Fatoorehchi, Hooman; Zarghami, Reza; Abolghasemi, Hossein; Rach, Randolph: Chaos control in the cerium-catalyzed Belousov-Zhabotinsky reaction using recurrence quantification analysis measures (2015)
  7. Girault, Jean-Marc: Recurrence and symmetry of time series: application to transition detection (2015)
  8. Hirata, Yoshito; Komuro, Motomasa; Horai, Shunsuke; Aihara, Kazuyuki: Faithfulness of recurrence plots: a mathematical proof (2015)
  9. Marwan, Norbert; Kurths, Jürgen; Foerster, Saskia: Analysing spatially extended high-dimensional dynamics by recurrence plots (2015)
  10. Schultz, David; Spiegel, Stephan; Marwan, Norbert; Albayrak, Sahin: Approximation of diagonal line based measures in recurrence quantification analysis (2015)
  11. Tang, Ling; Lv, Huiling; Yang, Fengmei; Yu, Lean: Complexity testing techniques for time series data: a comprehensive literature review (2015)
  12. Jana, Debaldev; Agrawal, Rashmi; Upadhyay, Ranjit Kumar: Top-predator interference and gestation delay as determinants of the dynamics of a realistic model food chain (2014)
  13. Kwuimy, C.A.Kitio; Samadani, M.; Nataraj, C.: Bifurcation analysis of a nonlinear pendulum using recurrence and statistical methods: applications to fault diagnostics (2014)
  14. Kwuimy, Cedrick A.Kitio; Kadji, H.G.Enjieu: Recurrence analysis and synchronization of oscillators with coexisting attractors (2014)
  15. Luo, Wei; Gallagher, Marcus; Wiles, Janet: Parameter-free search of time-series discord (2013)
  16. Serra-Toro, Carlos; Javier Traver, V.; Montoliu, Raúl: Spatial recurrences for pedestrian classification (2013)
  17. Ahadpour, Sodeif; Sadra, Yaser: Randomness criteria in binary visibility graph and complex network perspective (2012) ioport
  18. Eisencraft, M.; Fanganiello, R.D.; Grzybowski, J.M.V.; Soriano, D.C.; Attux, R.; Batista, A.M.; Macau, E.E.N.; Monteiro, L.H.A.; Romano, J.M.T.; Suyama, R.; Yoneyama, T.: Chaos-based communication systems in non-ideal channels (2012) ioport
  19. Ramdani, Sofiane; Bouchara, Frédéric; Caron, Olivier: Detecting high-dimensional determinism in time series with application to human movement data (2012)
  20. Yang, Hui; Bukkapatnam, Satish T.S.; Barajas, Leandro G.: Local recurrence based performance prediction and prognostics in the nonlinear and nonstationary systems (2011) ioport

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