J. McNeal

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Several Complex Variables and Analytic Spaces 32–xx 32–xx Several Complex Variables and Analytic Spaces {for Infinite-dimensional Holomorphy, See 46g20, 58b12.} 32–01 Instructional Exposition (textbooks, Tutorial Papers, Etc.) 32–03 Historical (must Also Be Assigned at Least One Classification Numbe

Y. Siu, I. Bauer, D. Angelo, 2003 .

$L^2$ estimates for the $\bar \partial$ operator

Dror Varolin, J. McNeal, 2015 .

$$L^2$$L2 estimates for the $$\bar{\partial }$$∂¯ operator

Dror Varolin, J. McNeal, 2015, 1502.08047.

L 2 estimates for the ¯ ∂ operator

Dror Varolin, J. McNeal, 2015 .

A Sufficient Condition for Compactness of the ∂̄-Neumann Operator

J. McNeal, 2002 .

C V ] 3 0 N ov 1 99 7 COMPACTNESS OF THE ∂̄-NEUMANN PROBLEM ON CONVEX DOMAINS

Siqi Fu, E. Straube, J. McNeal, 2021 .

Analytic inversion of adjunction: L^2 extension theorems with gain

Dror Varolin, J. McNeal, 2006, math/0607322.

Percolation of Estimates for ¯ @ by the Method of Alternating Projections

Kenneth D. Koenig, J. McNeal, 2020 .

Product domains, multi-Cauchy transforms, and the ∂¯ equation

J. McNeal, Liwei Chen, 2019, Advances in Mathematics.

On closed range for ∂̄

J. McNeal, A. Herbig, 2016 .

On closed range for $\bar{\partial}$

J. McNeal, A. Herbig, 2014, 1410.3559.

Percolation of Estimates for $${{\bar{\partial }}}$$ by the Method of Alternating Projections

Kenneth D. Koenig, J. McNeal, 2020 .

Regular Versus Singular Order of Contact on Pseudoconvex Hypersurfaces

J. McNeal, L. Mernik, 2017, 1708.02673.

Non-holomorphic projections and extension of biholomorphic mappings

J. McNeal, 2012, 1205.0284.

Regularity of the Bergman Projection on Forms and Plurisubharmonicity Conditions

J. McNeal, A. Herbig, 2005, math/0511018.

Very ampleness part of Fujita’s conjecture and multiplier ideal sheaves of Kohn and Nadel

Y. Siu, J. McNeal, 2001 .

Bergman Subspaces and Subkernels: Degenerate $$L^p$$Lp Mapping and Zeroes

J. McNeal, L. Edholm, 2016, 1605.06223.

Multiplier ideals and integral closure of monomial ideals: An analytic approach

Yunus E. Zeytuncu, J. McNeal, 2010, 1001.4983.

Boundary behavior of the Bergman kernel function in $\mathbb{C}^2$

J. McNeal, 1989 .

On a generalized reflection principle in C2

Xiaojun Huang, J. McNeal, P. Ebenfelt, 2001 .

Sobolev Mapping of Some Holomorphic Projections

J. McNeal, L. Edholm, 2020, The Journal of Geometric Analysis.

Sobolev Mapping of Some Holomorphic Projections

J. McNeal, L. Edholm, 2019, The Journal of Geometric Analysis.

Duality and approximation of Bergman spaces

J. McNeal, D. Chakrabarti, L. Edholm, 2018, Advances in Mathematics.

The Bergman projection on fat Hartogs triangles: L^p boundedness

J. McNeal, L. Edholm, 2015, 1502.07302.

Estimates on the Bergman Kernels of Convex Domains

J. McNeal, 1994 .

A VANISHING THEOREM FOR L2COHOMOLOGY ON COMPLETE MANIFOLDS

J. McNeal, 2003 .

Invariant metric estimates for $$\bar \partial $$ on some pseudoconvex domainson some pseudoconvex domains

J. McNeal, 2001 .

Some Generalizations of the Riemann-Lebesgue Lemma

O. Costin, J. McNeal, Neil Falkner, 2016, Am. Math. Mon..

L2 Extension of ∂̄-closed forms from a hypersurface

Dror Varolin, J. McNeal, 2019, Journal d'Analyse Mathématique.

$L^2$ Extension of $\bar\partial$-closed forms from a hypersurface

Dror Varolin, J. McNeal, 2015, 1502.08054.

Extension of ¯ ∂-closed Forms from a Hypersurface

Dror Varolin, J. McNeal, 2022 .

A smoothing property of the Bergman projection

J. McNeal, A. Herbig, 2010, 1010.5462.

Norm convergence of partial sums of H1 functions

J. Xiong, J. McNeal, 2018, International Journal of Mathematics.

The Szegö projection on convex domains

E. Stein, J. McNeal, 1997 .

Compactness in the ə̄-Neumann problem

Siqi Fu, E. Straube, J. McNeal, 2001 .

Mapping properties of the Bergman projection on convex domains of finite type

E. Stein, J. McNeal, 1994 .

Local Geometry of Decoupled Pseudoconvex Domains

J. McNeal, 1991 .

Convex Defining Functions for Convex Domains

J. McNeal, A. Herbig, 2009, 0912.4653.

Convex domains of finite type

J. McNeal, 1992 .

Pointwise nonisotropic support functions on convex domains

K. Diederich, J. McNeal, 2000 .

On large values of $L^2$ holomorphic functions

J. McNeal, 1996 .

Lower bounds on the Bergman metric near a point of finite type

J. McNeal, 1992 .

Weighted estimates for the ə̄-equation

B. Berndtsson, J. McNeal, 2001 .

A solution operator for $\bar\partial$ on the Hartogs triangle and $L^p$ estimates

J. McNeal, Liwei Chen, L. Chen, 2017, 1710.04704.

A solution operator for ∂¯\documentclass[12pt]{minimal} \usepackage{amsmath} \usepackage{wasysym} \usepackage{amsfonts} \usepackage{amssymb} \usepackage{amsbsy} \usepackage{mathrsfs} \usepackage{upgreek} \setlength{\oddsidemargin}{-69pt} \begin{document}$${\bar{\partial }}$$\end{document} on the Har

J. McNeal, L. Chen, 2018, Mathematische Annalen.

$L^2$ harmonic forms on some complete Kähler manifolds

J. McNeal, 2002 .

Convex Defining Functions for Convex Domains

J. McNeal, A. Herbig, 2010, Journal of Geometric Analysis.

Uniform subelliptic estimates on scaled convex domains of finite type

J. McNeal, 2001 .

Institute for Mathematical Physics Regularity of the Bergman Projection on Forms and Plurisubharmonicity Conditions Regularity of the Bergman Projection on Forms and Plurisubharmonicity Conditions

J. McNeal, A. Herbig, J D Mcneal, 2022 .

Extension of Jets With $L^2$ Estimates, and an Application

Dror Varolin, J. McNeal, 2017, 1707.04483.

Hypoellipticity in the infinitely degenerate regime

M. Christ, J. McNeal, 2001 .