Joe J. Perez

activity

20072012

most citedEssential self-adjointness, generalized eigenforms, and spectra for the

\partial ˉ

-Neumann problem on

G

-manifolds

4 citations · 13 across the 8 of their papers we have counts for

collaborators

Showing math.CVShow all

5 papers · 1 filter

math.CV2012

Bergman spaces of natural G-manifolds

Giuseppe Della Sala, Joe J. Perez

Let G be a unimodular Lie group, X a compact manifold with boundary, and M the total space of a principal bundle G--> M-->X so that M is also a strongly pseudoconvex complex manifo…

math.CV2009★ 3 cited

A transversal Fredholm property for the $\partial ˉ$ -Neumann problem on $G$ -bundles

Joe J. Perez

Let $M$ be a strongly pseudoconvex complex $G$ -manifold with compact quotient $M / G$ . We provide a simple condition on forms $α$ sufficient for the regular solvability of the equati…

math.CV2009

Subelliptic boundary value problems and The $G$ -Fredholm Property

Joe J. Perez

Let $G$ be a unimodular Lie group, $X$ a compact manifold with boundary, and $M$ be the total space of a principal bundle $G \to M \to X$ so that $M$ is also a complex manifold satis…

math.CV2008★ 4 cited

The Levi Problem On Strongly Pseudoconvex $G$ -Bundles

Joe J. Perez

Let $G$ be a unimodular Lie group, $X$ a compact manifold with boundary, and $M$ the total space of a principal bundle $G \to M \to X$ so that $M$ is also a strongly pseudoconvex com…

math.CV2007

The G-Fredholm Property of the \bar\partial-Neumann Problem

Joe J. Perez

Let $G$ be a unimodular Lie group, $X$ a compact manifold with boundary, and $M$ be the total space of a principal bundle $G \to M \to X$ so that $M$ is also a strongly pseudoconvex…

Bergman spaces of natural G-manifolds

A transversal Fredholm property for the ∂ˉ-Neumann problem on G-bundles

Subelliptic boundary value problems and The G-Fredholm Property

The Levi Problem On Strongly Pseudoconvex G-Bundles

The G-Fredholm Property of the \bar\partial-Neumann Problem

A transversal Fredholm property for the $\partial ˉ$ -Neumann problem on $G$ -bundles

Subelliptic boundary value problems and The $G$ -Fredholm Property

The Levi Problem On Strongly Pseudoconvex $G$ -Bundles