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SOLUTIONS OF THE DIVERGENCE AND ANALYSIS OF THE STOKES EQUATIONS IN PLANAR HÖLDER-α DOMAINS

SOLUTIONS OF THE DIVERGENCE AND ANALYSIS OF THE STOKES EQUATIONS IN PLANAR HÖLDER-α DOMAINS

If Ω ⊂ ℝ n is a bounded domain, the existence of solutions [Formula: see text] of div u = f for f ∈ L 2 (Ω) with vanishing mean value, is a basic result in the analysis of the Stokes equations. In particular, it allows to show the existence …