Results 151 to 160 of about 5,540 (198)

Domaines pseudoconvexes d’ordre général et fonctions pseudoconvexes d’ordre général

Kyoto Journal of Mathematics, 1990
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Domains with pseudoconvex neighborhood systems

Inventiones Mathematicae, 1978
Fornaess, John Erik, Bedford, Eric
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ON BERGMAN TYPE OPERATORS IN NEW HARDY AND HERZ TYPE ANALYTIC SPACES IN BOUNDED STRICTLY PSEUDOCONVEX AND TUBULAR DOMAINS

, 2017
R.F. Shamoyan, J Faraut, A Koranyi, D Bekolle, A Bonami, G Garrigos, C Nana, M Peloso, F Ricci, J Ortega, J Fabrega, J Ortega, J Fabrega, M Andersson, H Carlsson, M Djrbashian, F Shamoian, P Duren, A Shields, M Abate, J Raissy, A Saracco, J Ortega, J Fabrega, M Abate, A Saracco, B Sehba, M Englis, T Hannimen, T Taskinen, S Yamaji, J Shapiro, S Shvedenko, E Amar, C Menini, R Shamoyan, S Kurilenko, R Shamoyan, S Kurilenko, R Shamoyan, O Mihic, R Shamoyan, E Povprits, S Krantz, S-Y. Li, S Krantz, S-Y. Li, S Krantz, S-Y. Li, D Bekolle, A Bonami, G Garrigos, F Ricci, B Sehba, D Bekolle, A Bonami, G Garrigos, F Ricci, B Sehba, R Shamoyan, O Mihic, R Shamoyan, S Kurilenko   +62 more
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WHAT IS...a Pseudoconvex Domain?

Notices of the American Mathematical Society, 2012
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Singularity Propagation of the Bergman Kernel and Holomorphic Rigidity of Non-pseudoconvex Domains

Revista, Zen, MATH, 10
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∂-Problems on Strongly Pseudoconvex Domains

∂-Problems on Strongly Pseudoconvex Domains
application/pdf 論文(Article)
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∂-Problems on Strongly Pseudoconvex Domains

Bulletin of the Faculty of Science, Ibaraki University. Series A, Mathematics, 1973
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Volume Approximations of Strongly Pseudoconvex Domains

The Journal of Geometric Analysis, 2016
In affine convex geometry, the volume approximation of a \(C^2\)-smooth convex body by polyhedra with at most \(n\) facets can be asymptotically estimated by \(n^{-2/(d-1)}\) times \((d+1)/(d-1)\)-th power of the integral of the Blaschke surface area measure on the boundary of the convex body. In this article, the author studies the complex analogue of
Purvi Gupta
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Kähler–Einstein Bergman metrics on pseudoconvex domains of dimension two

Duke mathematical journal, 2023
We prove that a two dimensional pseudoconvex domain of finite type with a K\"ahler-Einstein Bergman metric is biholomorphic to the unit ball. This answers an old question of Yau for such domains.
Nikhil Savale, Ming Xiao
semanticscholar   +1 more source