Introduces a fluid-cell projection to define soliton positions at finite density in KdV gases, proves it satisfies hydrodynamic properties and reproduces the 2003 kinetic equation without randomness.
Title resolution pending
2 Pith papers cite this work. Polarity classification is still indexing.
2
Pith papers citing it
years
2026 2representative citing papers
Space-time fluctuations for currents in the thermal Toda lattice converge to an explicit Gaussian limit under diffusive scaling, implying Brownian motion for single-particle trajectories and explicit 1/time correlation decays.
citing papers explorer
-
Where solitons are in a KdV soliton gas
Introduces a fluid-cell projection to define soliton positions at finite density in KdV gases, proves it satisfies hydrodynamic properties and reproduces the 2003 kinetic equation without randomness.
-
Fluctuations for the Toda lattice
Space-time fluctuations for currents in the thermal Toda lattice converge to an explicit Gaussian limit under diffusive scaling, implying Brownian motion for single-particle trajectories and explicit 1/time correlation decays.