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October 1, 2025Physical review. EOpen Access

Decomposing multivariate information rates in networks of random processes

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Why the study?

Applying the partial information decomposition framework to dynamic processes remains challenging because of the implicit assumption of memorylessness.

Population

Physiological network of cerebrovascular and cardiovascular variables during postural stress, and simulated Gaussian systems

Comparison

Partial information rate decomposition vs traditional partial information decomposition

Design

Methodological framework development with benchmark simulations and physiological validation

Key result

Partial Information Rate Decomposition (PIRD) extended partial information decomposition to random processes with temporal correlations, revealing scale-specific higher-order interactions.

Authors

LSLaura SparacinoGMGorana MijatovićYAYuri Antonacci

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Overview

May inform scale-specific analysis of cardiac networks; leaves open validation in clinical datasets before any use.

Structured PICO

P
Population
Benchmark simulations of Gaussian systems and a physiological network comprising cerebrovascular and cardiovascular variables during a protocol of postural stress
I
Intervention
Partial information rate decomposition (PIRD) framework
C
Comparator
Traditional partial information decomposition (PID)
O
Outcome
Decomposition of dynamic information shared by multivariate random processes into unique, redundant, and synergistic contributions

The PIRD framework provides a novel computational method to analyze dynamic information exchange in complex physiological networks by accounting for temporal statistical structure and spectral content.

Limitations

  • Valid only for stationary Gaussian processes admitting a spectral representation
  • Lacks additivity

Cite This Study

Sparacino et al. (2025) studied this question. Partial Information Rate Decomposition (PIRD) vs. Partial Information Decomposition (PID) was evaluated. Partial Information Rate Decomposition (PIRD) extended partial information decomposition to random processes with temporal correlations, revealing scale-specific higher-order interactions.

synapsesocial.com/papers/6a130ba0257f24f1de9ebd88https://doi.org/10.1103/mn8p-kf6t
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