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Coarse-grained (CG) models simplify soft material simulations. This study reveals how mapping atomic to CG configurations impacts information, introducing a labeling entropy that improves model quality and reveals resonant mappings for actin simulations.

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Area of Science:

  • Computational physics and chemistry
  • Materials science
  • Statistical mechanics

Background:

  • Low-resolution coarse-grained (CG) models offer computational and conceptual benefits for simulating soft materials.
  • The accuracy of CG models is highly sensitive to the mapping function (M) that translates atomic configurations (r) to CG configurations (R).
  • The mapping determines how atomic configurational information is distributed between the CG ensemble and the lost atomic configurations.

Purpose of the Study:

  • To investigate how the mapping function partitions atomic configuration space into CG and intra-site components.
  • To analyze the role of the Jacobian factor and labeling entropy in information transfer.
  • To identify criteria for high-quality CG representations, exemplified by actin dynamics.

Main Methods:

  • Analysis of the coordinate transformation and its Jacobian factor.
  • Introduction and application of labeling entropy to quantify uncertainty in atom-site association.
  • Numerical illustration using a Gaussian network model for actin equilibrium fluctuations.
  • Evaluation of spectral quality (Q) as a metric for CG representation quality.

Main Results:

  • The coordinate transformation in mapping introduces a nontrivial Jacobian factor, defining a labeling entropy.
  • Labeling entropy quantifies the uncertainty in atom-site association, transferring information from the lost to the mapped ensemble.
  • Resonant mappings can effectively separate atomic potentials into CG and intra-site contributions.
  • Spectral quality (Q) is a useful metric for high-quality actin representations, correlating with adjusted information loss when labeling uncertainty is considered.

Conclusions:

  • The choice of mapping function significantly influences the information content and quality of CG models.
  • Labeling entropy provides a crucial measure of uncertainty and improves CG model representation.
  • Optimizing CG models requires considering labeling uncertainty, not just maximizing or minimizing mapped information content.
  • The developed framework and metrics offer a pathway to more accurate and reliable CG simulations of soft materials like actin.