Klas Diederich und John Erik Fornaess - Info zur Person

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Recent Developments in Several Complex Variables. (AM-100), Volume...

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KLAS DIEDERICH GESAMTHOCHSCHULE WUPPERTAL FACHBEREICH MATHEMATIK GAUSSSTR D WUPPERTAL 1 JOHN ERIK FORNAESS PRINCETON UNIVERSITY DEPARTMENT OF ...

Pseudoconvex domains: An example with nontrivial nebenhüllelink.springer.com › article

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Klas Diederich. Department of Mathematics, Princeton University, Fine Hall-Box 37Princeton, NJ, USA. John Erik Fornaess. Authors. Klas Diederich.

Thin complements of complete Kähler domains | SpringerLinkspringer.com

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von K Diederich · · Zitiert von: 20 — Klas Diederich; John Erik Fornæss. Klas Diederich. 1. John Erik Fornæss MathematikGesamthochschule WuppertalWuppertal 1Germany; 2. › article

Wikipedia: John Erik Fornæss - Wikipediaen.m.wikipedia.org › wiki › John_Erik_Fornaess

with Klas Diederich: Diederich K, Fornaess JE (1977). "Complex submanifolds in real-analytic pseudoconvex domains". Proc Natl Acad Sci U S A. 74 (8): 3126–3127.

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John Erik Fornæss Explained

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Webwith Klas Diederich: Exhaustion functions and Stein neighborhoods for smooth pseudoconvex domains. Proc Natl Acad Sci U S A – …

A smooth pseudoconvex domain without pseudoconvex exhaustionwww.academia.edu › A_smooth_pseudoconvex_do...

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39, (1982) mathematica 9 Springer-Verlag A SMOOTH PSEL~X)CONVEXDOMAINWITHOUTPSEUDC~-~NVEXEXHAUSTION Klas Diederich and John Erik Fornaess A ...

AMS :: Proceedings of the American Mathematical SocietyAmerican Mathematical Society

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von S Gehlawat · · Zitiert von: 1 — MR · Klas Diederich and John Erik Fornæss, Thin complements of complete Kähler domains, Math. Ann (1982), no. 3, 331–341. › proc

Complex submanifolds in real-analytic pseudoconvex PNASPNAS

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von K Diederich · · Zitiert von: 3 — Complex submanifolds in real-analytic pseudoconvex hypersurfaces. Klas Diederich and John Erik FornaessAuthors Info & Affiliations. August 1, › doi › pna...

Complex submanifolds in real-analytic pseudoconvex ...Europe PMC

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von K Diederich · · Zitiert von: 3 — Complex submanifolds in real-analytic pseudoconvex hypersurfaces. Klas Diederich* and John Erik Fornaess†. Klas Diederich. › med

View of Local $L^2$ results for $\overline{\partial}$ on a ...MATHEMATICA SCANDINAVICA

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von K Diederich · · Zitiert von: 23 — LOCALL2RESULTS FOR∂ON A SINGULARSURFACEKLAS DIEDERICH, JOHN ERIK FORNÆSS and SOPHIA VASSILIADOU∗AbstractThe Cauchy-Riemann equations are fundamental in ... › article

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