A. Herbig

发表

On closed range for ∂̄

J. McNeal, A. Herbig, 2016 .

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

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

A note on plurisubharmonic defining functions in C^2

J. Fornaess, A. Herbig, 2006, math/0609105.

Regularity of the Bergman Projection on Forms and Plurisubharmonicity Conditions

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

A smoothing property of the Bergman projection

A. Herbig, J. McNeal, 2011, Mathematische Annalen.

A smoothing property of the Bergman projection

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

Convex Defining Functions for Convex Domains

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

A sufficient condition for subellipticity of the d-bar-Neumann problem

A. Herbig, 2004 .

Robert Jentzsch, mathematician and poet

P. Duren, D. Khavinson, A. Herbig, 2008 .

Convex Defining Functions for Convex Domains

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

A note on plurisubharmonic defining functions in $\mathbb{C}^n$

J. Fornaess, A. Herbig, 2007, 0710.4165.

A note on plurisubharmonic defining functions in$$\mathbb{C}^2$$

J. Fornæss, A. Herbig, 2007 .

A note on plurisubharmonic defining functions in $${\mathbb{C}^{n}}$$

J. Fornæss, A. Herbig, 2007 .

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 .