Rosa Pardo

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20242026

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math.AP2026

Uniform a priori estimates for slightly subcritical fractional problems

Juan-Carlos Felipe-Navarro, Rosa Pardo

We study the uniform $L^{\infty} (Ω)$ a priori boundedness of positive weak solutions to the fractional semilinear Dirichlet problem $(- Δ)^{s} u = f (u)$ in a bounded, convex, $C^{1, 1}$ …

math.AP2026

$L^{\infty}$ estimates for solutions to elliptic equations in the presence of gradient terms

Edgar Antonio, Rosa Pardo

We consider an elliptic problem with slightly subcritical nonlinearities at the interior and on the boundary; the nonlinearity at the interior is also depending on a gradient term.…

Uniform a priori estimates for slightly subcritical fractional problems

L∞ estimates for solutions to elliptic equations in the presence of gradient terms

$L^{\infty}$ estimates for solutions to elliptic equations in the presence of gradient terms