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arxiv: 1106.1579 · v1 · pith:FXJN2A4Hnew · submitted 2011-06-08 · 🧮 math.AP

Large-Time Decay of the Soft Potential relativistic Boltzmann equation in R³_x

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keywords relativisticboltzmannequationpotentialsoftassumptioncloseconvergence
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For the relativistic Boltzmann equation in $\R^3_x$, this work proves the global existence, uniqueness, positivity, and optimal time convergence rates to the relativistic Maxwellian for solutions which start out sufficiently close under the general physical soft potential assumption proposed in 1988 by Dudy{\'n}ski and Ekiel-Je{\.z}ewska.

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    Proves future global stability and explicit decay rates for small perturbations of Maxwell-Jüttner equilibria (and vacuum for q > 1/3) of the massless Boltzmann equation on FLRW backgrounds with scale factor t^q, q in [0,1].