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When simple is enough: Binary models capture social complexity in coupled human-environment systems.

Yazdan Babazadeh Maghsoodlo1, Madhur Anand2, Chris T Bauch3

  • 1Department of Applied Mathematics, University of Waterloo, Waterloo, Ontario, Canada; School of Environmental Sciences, University of Guelph, Guelph, Ontario, Canada.

Mathematical Biosciences
|April 26, 2026
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Summary
This summary is machine-generated.

Binary social models offer a tractable simplification of complex human-environment systems, accurately reflecting spectrum models in most scenarios. This binary approach is a practical surrogate, suitable unless high social susceptibility or low ecological turnover necessitates full-spectrum detail.

Keywords:
Coupled human-environment systemsOpinion dynamicsSocio-ecological dynamics

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Area of Science:

  • Environmental modeling
  • Computational social science
  • Socio-ecological systems

Background:

  • Coupled human-environment models balance realism and tractability.
  • Spectrum opinion models are rich but computationally intensive.
  • Binary models are simpler but may miss key socio-ecological feedbacks.

Purpose of the Study:

  • Systematically compare binary (N=2) and spectrum (N=100) social models.
  • Evaluate their feedback with ecological subsystems.
  • Determine conditions for binary model adequacy.

Main Methods:

  • Utilized four benchmark settings: climate-carbon and forest-grassland systems.
  • Coupled replicator and FJ opinion dynamics with ecological models.
  • Quantified deviations using relative integrated absolute error (RIAE).

Main Results:

  • Binary models tracked spectrum models within 15% for most parameters.
  • Deviations increased with high social susceptibility or low ecological turnover.
  • Identified specific conditions where binary models deviate significantly.

Conclusions:

  • Binary social models serve as practical surrogates for spectrum models in many cases.
  • Binary models are adequate for moderate susceptibility and appreciable ecological turnover.
  • Full-spectrum models are preferable in high-susceptibility or low-turnover regimes, especially near critical transitions.