S. Vassiliadou

most citedSemiglobal results for

\partial ˉ

on a complex space with arbitrary singularities

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math.CV2004

Local $L^{2}$ results for $\partial ˉ$ : The isolated singularities case

John Erik Fornaess, Nils Ovrelid, Sophia Vassiliadou

Let $X$ be a pure n-dimensional complex analytic set in $C^{N}$ with an isolated singularity at 0. We study the Cauchy-Riemann operator on a deleted neighborhood of the sing…

math.CV2004★ 1 cited

Semiglobal results for $\partial ˉ$ on a complex space with arbitrary singularities

John Erik Fornaess, Nils Ovrelid, Sophia Vassiliadou

We obtain some $L^{2}$ results for the Cauchy-Riemann operator on forms that vanish to high order near the singular set of a complex space.

math.CV2002

The Bergman kernel on the intersection of two balls in C^2

David E. Barrett, Sophia Vassiliadou

We obtain an asymptotic expansion and some regularity results for the Bergman kernel on the intersection of two balls in C^2.

Local L2 results for ∂ˉ: The isolated singularities case

Semiglobal results for ∂ˉ on a complex space with arbitrary singularities

The Bergman kernel on the intersection of two balls in C^2

Local $L^{2}$ results for $\partial ˉ$ : The isolated singularities case

Semiglobal results for $\partial ˉ$ on a complex space with arbitrary singularities