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Percolation theory of self-exciting temporal processes.

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Temporal resolution impacts activity patterns. Different avalanche distributions arise from Hawkes processes depending on how bursts are defined, revealing competition between percolation and branching process models.

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Area of Science:

  • Complex systems
  • Statistical physics
  • Network science

Background:

  • Inhomogeneous activity patterns are prevalent in natural and social phenomena.
  • Understanding these patterns requires analyzing bursts of activity over time.
  • The definition of individual activity bursts can influence observed macroscopic behaviors.

Purpose of the Study:

  • To investigate how temporal resolution affects the properties of inhomogeneous activity patterns.
  • To analyze the formation of macroscopic activity bursts using a percolation framework.
  • To understand the dependence of activity pattern characteristics on the resolution parameter.

Main Methods:

  • Utilized time series data from a self-exciting Hawkes process.
  • Employed a percolation framework to study burst formation.
  • Analyzed avalanche size and duration distributions as a function of temporal resolution.

Main Results:

  • The same Hawkes process yields different avalanche size and duration distributions based on temporal resolution.
  • Observed competition between 1D percolation and branching process universality classes.
  • Identified pure regimes at critical resolution points and a crossover regime with mixed behaviors.

Conclusions:

  • Temporal resolution is a critical factor in characterizing activity patterns.
  • The interplay between percolation and branching processes governs observed behaviors.
  • Hybrid scaling is a common outcome when temporal resolution is not precisely adjusted.