For elliptic equations driven by a nonlocal convolution term, existence of weak solutions and their L∞-boundedness up to the boundary are established under critical-growth assumptions.
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Existence and $L^{\infty}$-estimates for elliptic equations involving convolution
For elliptic equations driven by a nonlocal convolution term, existence of weak solutions and their L∞-boundedness up to the boundary are established under critical-growth assumptions.