Carmelo Puliatti

activity

20172025

most cited

L^{2}

-boundedness of gradients of single layer potentials and uniform rectifiability

4 citations · 4 across the 6 of their papers we have counts for

collaborators

Showing 2021Show all

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math.AP2021

$L^{2}$ -boundedness of gradients of single layer potentials for elliptic operators with coefficients of Dini mean oscillation-type

Alejandro Molero, Mihalis Mourgoglou, Carmelo Puliatti +1

We consider a uniformly elliptic operator $L_{A}$ in divergence form associated with an $(n + 1) \times (n + 1)$ -matrix $A$ with real, merely bounded, and possibly non-symmetric coefficien…

L2-boundedness of gradients of single layer potentials for elliptic operators with coefficients of Dini mean oscillation-type

$L^{2}$ -boundedness of gradients of single layer potentials for elliptic operators with coefficients of Dini mean oscillation-type