Joel Coacalle

activity

20192025

collaborators

4 papers

math.CV2025

Subelliptic and Maximal $L^{p}$ Estimates for the Complex Green Operator on non-pseudoconvex domains

Joel Coacalle

We prove subelliptic estimates for ethe complex Green operator $K_{q}$ at a specific level $q$ of the $\partial ˉ_{b}$ -complex, defined on a not necessarily pseudoconvex CR man…

math.AP2025

Solvability of elliptic homogeneous linear equations with measure data in weighted Lebesgue spaces

Victor Biliatto, Joel Coacalle, Tiago Picon

Let $A (D)$ be an elliptic homogeneous linear differential operator with complex constant coefficients, $μ$ be a vector-valued Borel measure and $w$ be a positive locally integrabl…

math.AP2024

Cancellation conditions and boundedness of Inhomogeneous Calderón-Zygmund operators on local Hardy spaces associate with spaces of homogeneous type

Joel Coacalle, Tiago Picon, Claudio Vasconcelos

In this work, we present sufficient cancellation conditions for the boundedness of inhomogeneous Calderón-Zygmund type operators on local Hardy spaces defined over spaces of homoge…

math.CV2019

Closed range estimates for $\partial ˉ_{b}$ on CR manifolds of hypersurface type

Joel Coacalle, Andrew Raich

The purpose of this paper is to establish sufficient conditions for closed range estimates on $(0, q)$ -forms, for some fixed $q$ , $1 \leq q \leq n - 1$ , for $\partial ˉ_{b}$ in both $…

Subelliptic and Maximal Lp Estimates for the Complex Green Operator on non-pseudoconvex domains

Solvability of elliptic homogeneous linear equations with measure data in weighted Lebesgue spaces

Cancellation conditions and boundedness of Inhomogeneous Calderón-Zygmund operators on local Hardy spaces associate with spaces of homogeneous type

Closed range estimates for ∂ˉb​ on CR manifolds of hypersurface type

Subelliptic and Maximal $L^{p}$ Estimates for the Complex Green Operator on non-pseudoconvex domains

Closed range estimates for $\partial ˉ_{b}$ on CR manifolds of hypersurface type