Global finite-energy weak solutions to the quantum isothermal Euler system are constructed via a regularized logarithmic Schrödinger approximation using Madelung transform and compactness.
Wyatt, Quantum Dynamics with Trajectories
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Finite-Energy Weak Solutions to the Quantum Isothermal Euler System via a Logarithmic Schr\"odinger Approximation
Global finite-energy weak solutions to the quantum isothermal Euler system are constructed via a regularized logarithmic Schrödinger approximation using Madelung transform and compactness.