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Endpoint Behavior of the Bergman Projection on a Class of n-dimensional Hartogs Triangles
Complex Analysis and Operator TheoryAdam B. Christopherson +1 more
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Regulated domains and Bergman type projections
2003For \(\Omega\) a bounded domain in \(\mathbb C\), bounded by a Jordan curve, \(L^p_{\omega}(\Omega)\) denotes the \(L^p\)--space of measurable functions on \(\Omega\) with respect to the weight \(\omega(z) = (\text{dist\,} (z,\partial\Omega))^{\alpha}\), \(\alpha >-1\). The corresponding Bergman space of analytic functions on \(\Omega\) is denoted by \(
openaire +2 more sources
Some Generalizations of the Bergman Projection Theorem in Tubular and Bounded Pseudoconvex Domains
Siberian Advances in MathematicsR. Shamoyan, E. B. Tomashevskaya
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SOBOLEV REGULARITY OF THE BERGMAN PROJECTION ON A CLASS OF SINGULAR REINHARDT DOMAINS
Canadian mathematical bulletinShuo Zhang
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Weak-type estimates of the Bergman projection on a class of singular Reinhardt domains
Journal of Mathematical Analysis and ApplicationsYanyan Tang, Zhenhan Tu, Shuo Zhang
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Reversible Bergman cyclization by atomic manipulation
Nature Chemistry, 2016Bruno Schuler +2 more
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On-Surface Formation of One-Dimensional Polyphenylene through Bergman Cyclization
Journal of the American Chemical Society, 2013Qiang Sun, Chi Zhang, Aiguo Hu
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