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Biological networks maintain stability despite variability. This study shows that intrinsic resonance in continuous attractor networks (CANs) prevents disruptions from heterogeneity, preserving grid-patterned activity.

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Area of Science:

  • Computational neuroscience
  • Systems neuroscience
  • Network dynamics

Background:

  • Biological networks must maintain stable function amidst parametric variability.
  • Continuous attractor networks (CANs) are crucial for generating grid-patterned activity.
  • Biological heterogeneities can disrupt network stability and function.

Purpose of the Study:

  • To investigate the impact of biological heterogeneities on CAN stability.
  • To explore mechanisms for ameliorating heterogeneity-induced disruptions in grid-patterned activity.
  • To assess the role of intrinsic resonance in stabilizing heterogeneous biological networks.

Main Methods:

  • Modeling a two-dimensional continuous attractor network (CAN).
  • Introducing varying degrees of biological heterogeneities.
  • Implementing intrinsic resonance via phenomenological (high-pass filter) and mechanistic (negative feedback loop) approaches.

Main Results:

  • Increasing heterogeneities disrupted grid-patterned activity and increased low-frequency neural activity perturbations.
  • CAN models with resonating neurons demonstrated resilience to heterogeneities.
  • Mechanistic resonators, utilizing slow negative feedback, were more effective in suppressing low-frequency activity and stabilizing networks.

Conclusions:

  • Intrinsic resonance, particularly through mechanistic resonators, stabilizes heterogeneous biological networks.
  • Suppression of low-frequency activity is a universal mechanism for network stability.
  • Findings suggest implications for understanding and engineering biological systems with inherent variability.