information length in dynamical systems

A.-J. Guel-Cortez

    Research output: Contribution to conferencePoster

    55 Downloads (Pure)


    Information geometry or the application of differential geometry to
    the information sciences has become a promising tool for the analysis of
    complex dynamical systems. From the information geometry tools, we have
    the concept of information length defined as the integral of the information
    rate and describing the total amount of statistical changes that a time-varying
    probability distribution takes through time.
    Throughout this poster, we introduce the definition of information length and
    its application to stochastic thermodynamics, abrupt events detection,
    time series analysis and control engineering. All this is in the light of linear
    non-autonomous stochastic systems
    Original languageEnglish
    Publication statusPublished - 11 Apr 2022
    EventBritish Applied Mathematics Colloquium - Loughborough university, Loughborough, United Kingdom
    Duration: 11 Apr 202213 Apr 2022


    ConferenceBritish Applied Mathematics Colloquium
    Abbreviated titlebamc2022
    Country/TerritoryUnited Kingdom
    Internet address


    • Information geometry
    • information length
    • stochastic dynamics
    • time series
    • abrupt events
    • control theory

    ASJC Scopus subject areas

    • Mathematics(all)
    • Physics and Astronomy(all)


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