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The aim is to explore cutoff-admissible propagation of chaos within density-selected phase dynamics using a two-dimensional logarithmic benchmark.

May 22, 2026Open Access

Cutoff-Admissible Propagation of Chaos for Density-Selected Phase Dynamics with a Two-Dimensional Logarithmic Benchmark

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Key Points

The aim is to explore cutoff-admissible propagation of chaos within density-selected phase dynamics using a two-dimensional logarithmic benchmark.
Comparison of bounded-domain logarithmic cutoff.
Analysis of weak readout interface.
Examination of operating-window aspects.
Demonstrated the effects of the logarithmic cutoff in bounded domains.
Evaluated the interplay between the energy-weighted outlook and phase dynamics.

Abstract

This version is the Kinetic and Related Models-facing manuscript version of Paper 20. It centers the paper on a strict bounded-domain two-dimensional logarithmic benchmark, with the three-dimensional softened Coulomb case retained as an obstruction and energy-weighted outlook. The manuscript includes the bounded-domain logarithmic cutoff comparison, weak readout interface, and operating-window analysis.

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Dmytro Panasenko (Wed,) studied this question.

synapsesocial.com/papers/6a0ff452d674f7c03778da5c — DOI: https://doi.org/10.5281/zenodo.20303518

Cutoff-Admissible Propagation of Chaos for Density-Selected Phase Dynamics with a Two-Dimensional Logarithmic Benchmark

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