A nonequilibrium Kramers turnover is isolated in a Kerr parametric oscillator via analytical rescaling of effective friction and temperature, confirmed by temperature-dependent phase-slip measurements in a MEMS device.
Title resolution pending
5 Pith papers cite this work. Polarity classification is still indexing.
citation-role summary
citation-polarity summary
roles
background 1polarities
background 1representative citing papers
Site-dependent dephasing optimized per site boosts quantum transport efficiency in localized 1D lattices beyond uniform dephasing by increasing steady-state delocalization.
Jeffreys Flow distills Parallel Tempering trajectories via Jeffreys divergence to produce robust Boltzmann generators that suppress mode collapse and correct sampling inaccuracies for rare event sampling.
A hard boundary drives the 1D Mpemba effect for polynomial potentials, not the double-well shape.
Motor number fluctuations from shot noise explain the quality factor Q and phase defects observed in the beating of a single cilium.
citing papers explorer
-
Nonequilibrium Kramers Turnover in a Kerr Parametric Oscillator
A nonequilibrium Kramers turnover is isolated in a Kerr parametric oscillator via analytical rescaling of effective friction and temperature, confirmed by temperature-dependent phase-slip measurements in a MEMS device.
-
Design Principles for Enhanced Quantum Transport with Site-Dependent Noise
Site-dependent dephasing optimized per site boosts quantum transport efficiency in localized 1D lattices beyond uniform dephasing by increasing steady-state delocalization.
-
Jeffreys Flow: Robust Boltzmann Generators for Rare Event Sampling via Parallel Tempering Distillation
Jeffreys Flow distills Parallel Tempering trajectories via Jeffreys divergence to produce robust Boltzmann generators that suppress mode collapse and correct sampling inaccuracies for rare event sampling.
-
The Mpemba effect likes to hit a wall
A hard boundary drives the 1D Mpemba effect for polynomial potentials, not the double-well shape.
-
Motor shot noise explains active fluctuations in a single cilium
Motor number fluctuations from shot noise explain the quality factor Q and phase defects observed in the beating of a single cilium.