Perturbed KPZ equation admits unique invariant measure absolutely continuous w.r.t. Brownian bridge with finite relative entropy and L^p Radon-Nikodym derivative for small perturbations.
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Derives the focusing Φ⁶₁ measure from quantum Gibbs states at the optimal classical mass threshold using variational methods and new trial states.
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The Gaussian structure of a perturbed KPZ
Perturbed KPZ equation admits unique invariant measure absolutely continuous w.r.t. Brownian bridge with finite relative entropy and L^p Radon-Nikodym derivative for small perturbations.
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Derivation of the focusing $\Phi^6_1$ measure in the optimal mass regime from many-body quantum Gibbs states
Derives the focusing Φ⁶₁ measure from quantum Gibbs states at the optimal classical mass threshold using variational methods and new trial states.