The Vlasov-Poisson-Landau System in R³_x
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🧮 math.AP
math-phmath.MP
keywords
systemcloseconvergencecoulombequilibriumexistenceglobalinteraction
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For the Landau-Poisson system with Coulomb interaction in $\R^3_x$, we prove the global existence, uniqueness, and large time convergence rates to the Maxwellian equilibrium for solutions which start out sufficiently close.
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