A Moser-Type Construction for the Liouville Equation
classification
🧮 math.OC
keywords
constructionequationkineticliouvillemoser-typeaccelerationscharacteristic-adaptedcompatibility
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A Moser-type construction for the kinetic Liouville equation is proposed, which is based on a characteristic-adapted interpolation. For Hamiltonian accelerations, the construction is reduced to a family of weighted elliptic problems in the velocity variable. The corresponding kinetic compatibility condition is derived.
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