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Lock Yue

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Articles by Lock Yue

Condensed Matter > Statistical Mechanics

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By del Pino, Lock Yue, Héctor Vaquero
| arXiv
[Submitted on 24 Apr 2026 ( v1 ), last revised 24 Sep 2026 (this version, v2)] Title:A variational formulation of stochastic thermodynamics: Spatially extended systems View a PDF of the paper titled A variational formulation of stochastic thermodynamics: Spatially extended systems, by H\'ector Vaquero del Pino and 3 other authors View PDF HTML (experimental) Abstract:Stochastic field theories are often constructed phenomenologically, without a systematic assessment of thermodynamic...
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[2201.02343] Can bus bunching reduce waiting time?

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By Lock Yue
| arXiv
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No-boarding buses: Agents allowed to cooperate or defect

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By Lock Yue
| arXiv
Authors:Vee-Liem Saw, Lock Yue Chew (Submitted on 28 Jun 2019) Abstract: We study a bus system with a no-boarding policy, where a "slow" bus may disallow passengers from boarding if it meets some criteria. When the no-boarding policy is activated, people waiting to board at the bus stop are given the choices of \emph{cooperating} or \emph{defecting}.
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No-boarding buses: Synchronisation for efficiency

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By Lock Yue
| arXiv
Authors:Vee-Liem Saw, Lock Yue Chew (Submitted on 18 May 2019) Abstract: We investigate a no-boarding policy in a system of $N$ buses serving $M$ bus stops in a loop, which is an entrainment mechanism to keep buses synchronised in a reasonably staggered configuration. Buses always allow alighting, but would disallow boarding if certain criteria are met.
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[1812.00609] Bus bunching as a synchronisation phenomenon

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By Ning Ning, Wei Liang, Lock Yue, Yi En Ian
| arXiv
Abstract: Bus bunching is a perennial phenomenon that not only diminishes the efficiency of a bus system, but also prevents transit authorities from keeping buses on schedule. We present a physical theory of buses serving a loop of bus stops as a ring of coupled self-oscillators, analogous to the Kuramoto model.
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CERN Document Server

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By Miguel A F, Lock Yue
| cds.cern.ch
The effect of boundary deformation on the non-separable entanglement which appears in the classical elec- tromagnetic field is considered. A quantum chaotic billiard geometry is used to explore the influence of a mechanical modification of the optical fiber cross-sectional geometry on the production of non-separable entan- glement within classical fields.
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