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the claim
Particle-mesh Ewald methods provide superior computational efficiency for electrostatic summation in molecular dynamics
the verdict
SUPPORTED
the evidence backs this
refutedsupported
the weight of evidence
5 sources for · 0 against

Particle-mesh Ewald methods provide superior computational efficiency for electrostatic summation in molecular dynamics.

Evidence for · 5
1995 · cited by 697
Damoiseaux et al. (1995) establish that particle-mesh Ewald methods scale as O(N log N) and outperform standard Ewald summation and fast multipole methods in typical molecular dynamics system sizes.
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The analysis

The retrieved papers consistently support the claim that particle-mesh Ewald (PME) methods offer superior computational complexity (O(N log N)) and practical efficiency for handling long-range electrostatics in molecular dynamics compared to older alternatives. While newer variations strive for further optimization, PME remains a foundational and highly efficient standard.

More for · 4
2011 · cited by 305
Pronk et al. (2011) demonstrate the practical computational efficiency and optimization of smooth particle-mesh Ewald implementations within major molecular dynamics simulation packages like GROMACS.
2010 · cited by 112
Peters et al. (2010) show that accurate error estimation allows smooth particle-mesh Ewald working parameters to be optimized for nearly optimal computational speed prior to simulations.
2025 · cited by 1
The study by other authors (2025) highlights that particle-mesh Ewald summation handles long-range interactions efficiently without introducing significant cutoff-dependent artifacts in free energy calculations.
2022 · cited by 1
Cerutti et al. (2022) illustrate the successful coupling of GPU acceleration with particle-mesh Ewald electrostatics to achieve efficient continuous constant pH molecular dynamics.
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first checked04 Aug 2026
judged → SUPPORTED · 9304 Aug 2026
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