An exact equation-level duality maps every conserved chemical-potential theory onto the slow manifold of a mass-conserving reaction-diffusion system and recovers the chemical-potential form from any McRD system with an attractive nullcline in the fast-interconversion limit.
Onsager, Phys
4 Pith papers cite this work. Polarity classification is still indexing.
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Strong Mpemba effects in the antiferromagnetic Ising model arise from reentrant phase transitions that allow quenches to selectively avoid or excite the staggered slow relaxation mode in the paramagnetic phase.
A Lyapunov functional is derived for chemically active mixtures, producing a generalized Gibbs phase rule that governs coexistence of multiple patterned phases via modular combination.
The lifetime of metastable dilute axion stars scales exponentially with particle number as e^N t_D, making them practically stable.
citing papers explorer
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Duality Between Chemical Potential Dynamics and Reaction-Diffusion Systems
An exact equation-level duality maps every conserved chemical-potential theory onto the slow manifold of a mass-conserving reaction-diffusion system and recovers the chemical-potential form from any McRD system with an attractive nullcline in the fast-interconversion limit.
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Strong Mpemba Effect Through a Reentrant Phase Transition
Strong Mpemba effects in the antiferromagnetic Ising model arise from reentrant phase transitions that allow quenches to selectively avoid or excite the staggered slow relaxation mode in the paramagnetic phase.
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Coexistence of patterned phases in chemically active multicomponent mixtures
A Lyapunov functional is derived for chemically active mixtures, producing a generalized Gibbs phase rule that governs coexistence of multiple patterned phases via modular combination.
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Thermal activation rate of dilute axion stars close to the maximum mass
The lifetime of metastable dilute axion stars scales exponentially with particle number as e^N t_D, making them practically stable.