Search Results - "Galatolo, S."

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  1. 1

    Arnold Maps with Noise: Differentiability and Non-monotonicity of the Rotation Number by Marangio, L., Sedro, J., Galatolo, S., Di Garbo, A., Ghil, M.

    Published in Journal of statistical physics (01-06-2020)
    “…Arnold’s standard circle maps are widely used to study the quasi-periodic route to chaos and other phenomena associated with nonlinear dynamics in the presence…”
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    Journal Article
  2. 2

    Textile-Based Electrogoniometers for Wearable Posture and Gesture Capture Systems by Lorussi, F., Galatolo, S., De Rossi, D.E.

    Published in IEEE sensors journal (01-09-2009)
    “…This paper introduces a method for detecting joint angles by using piezoresistive strain sensitive materials, as carbon loaded rubbers are. Materials used can…”
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  3. 3

    A general framework for the rigorous computation of invariant densities and the coarse-fine strategy by Galatolo, S., Monge, M., Nisoli, I., Poloni, F.

    Published in Chaos, solitons and fractals (01-05-2023)
    “…In this paper we present a general, axiomatical framework for the rigorous approximation of invariant densities and other important statistical features of…”
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    Modeling and Characterization of Extensible Wearable Textile-Based Electrogoniometers by Lorussi, F., Galatolo, S., Bartalesi, R., De Rossi, Danilo

    Published in IEEE sensors journal (01-01-2013)
    “…Measuring and monitoring through wearable technology parameters related to human movement, posture, and gesture are gaining momentum because of their wide…”
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  7. 7

    A constructive Borel–Cantelli lemma. Constructing orbits with required statistical properties by Galatolo, Stefano, Hoyrup, Mathieu, Rojas, Cristóbal

    Published in Theoretical computer science (17-05-2009)
    “…In the general context of computable metric spaces and computable measures we prove a kind of constructive Borel–Cantelli lemma: given a sequence (constructive…”
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    Extreme Value theory and Poisson statistics for discrete time samplings of stochastic differential equations by Flandoli, F, Galatolo, S, Giulietti, P, Vaienti, S

    Published 21-10-2023
    “…We investigate the distribution and multiple occurrences of extreme events stochastic processes constructed by sampling the solution of a Stochastic…”
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  10. 10

    Numerical estimates of local dimension by waiting time and quantitative recurrence by Carletti, Timoteo, Galatolo, Stefano

    Published in Physica A (15-05-2006)
    “…Waiting time indicators are defined by measuring the time needed for a point x to approach a given point y. Our aim is to test the use of waiting time…”
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  11. 11

    A proof of the Beyer–Stein–Ulam relation between complexity and entropy by Galatolo, Stefano

    Published in Discrete mathematics (28-08-2000)
    “…We present a proof of a conjecture stated by Beyer, Stein and Ulam in 1971. The authors conjectured a relation between Kolmogorov complexity and information…”
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  12. 12

    Recurrence near given sets and the complexity of the Casati–Prosen map by Degli Esposti, Mirko, Galatolo, Stefano

    Published in Chaos, solitons and fractals (01-02-2005)
    “…We prove a quantitative recurrence result which allow to estimate the speed of approaching of a generic orbit to the discontinuities of a map. This result is…”
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  13. 13

    Arnold maps with noise: Differentiability and non-monotonicity of the rotation number by Marangio, L, Sedro, J, Galatolo, S, Di Garbo, A, Ghil, M

    Published 24-01-2020
    “…Arnold's standard circle maps are widely used to study the quasi-periodic route to chaos and other phenomena associated with nonlinear dynamics in the presence…”
    Get full text
    Journal Article
  14. 14

    Information and dynamical systems: a concrete measurement on sporadic dynamics by Argenti, Fiorella, Benci, Vieri, Cerrai, Paola, Cordelli, Alessandro, Galatolo, Stefano, Menconi, Giulia

    Published in Chaos, solitons and fractals (01-03-2002)
    “…We present a method for the study of dynamical systems based on the notion of quantity of information. Measuring the quantity of information of a string by…”
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  15. 15

    Complexity analysis to explore the structure of ancient stromatolites by Storrie-Lombardi, Michael C., Corsetti, Frank A., Grigolini, Paolo, Ignaccolo, Massimiliano, Allegrini, Paolo, Galatolo, Stefano, Tinetti, Giovanna

    Published in Chaos, solitons and fractals (01-04-2004)
    “…Stromatolites [Nature 383 (1996) 423] are macroscopic rock formations resembling layered microbial communities and historically considered the fossil remains…”
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  16. 16

    Dimension and waiting time in rapidly mixing systems by Galatolo, S

    Published 29-11-2006
    “…Math. Res. Lett. (2007) We prove that if a system has superpolynomial (faster than any power law) decay of correlations then the time $\tau_{r}(x,x_{0})$…”
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  17. 17

    A "metric" complexity for weakly chaotic systems by Galatolo, S

    Published 31-10-2006
    “…We consider the number of Bowen sets which are necessary to cover a large measure subset of the phase space. This introduce some complexity indicator…”
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    Information of sequences and applications by Bonanno, Claudio, Galatolo, Stefano, Menconi, Giulia

    Published in Physica A (01-03-2002)
    “…In this short note, we outline some results about complexity of orbits of a dynamical system, entropy and initial condition sensitivity in weakly chaotic…”
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    Dimension via Waiting time and Recurrence by Galatolo, S

    Published 13-09-2003
    “…Quantitative recurrence indicators are defined by measuring the first entrance time of the orbit of a point $x$ in a decreasing sequence of neighborhoods of…”
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    Lorenz like flows: exponential decay of correlations for the Poincar\'e map, logarithm law, quantitative recurrence by Galatolo, S, Pacifico, M. J

    Published 05-01-2009
    “…In this paper we prove that the Poincar\'e map associated to a Lorenz like flow has exponential decay of correlations with respect to Lipschitz observables…”
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