Gerd Dethloff

The Houston Journal of Mathematics appears quarterly and publishes original research papers on mathematical topics. It welcomes contributed papers that develop interesting, or important, new mathematical ideas and results or solve outstanding problems.

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A UNIQUENESS THEOREM FOR MEROMORPHIC MAPPINGS WITH TWO FAMILIES OF HYPERPLANES Gerd Dethlo and Si Duc Quang and Tran Van Tan Abstract In this paper, we extend the uniqueness theorem for meromorphic mappings to the case where the family of hyperplanes depends on the meromorphic mapping and where the meromorphic mappings may be degenerate. 1 Introduction

RAMIFICATION OF THE GAUSS MAP OF COMPLETE MINIMAL SURFACES IN Rm ON ANNULAR ENDS GERD DETHLOFF, PHAM HOANG HA AND PHAM DUC THOAN Abstract. In this article, we study the ramification of the Gauss map of complete minimal surfaces in Rm on annular ends. This work is a continuation of previous work of Dethloff-Ha ([3]). We

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Nevanlinna Theory in Several Complex Variables and Diophantine Approximation (Grundlehren der mathematischen Wissenschaften Book 350) – Kindle edition by Junjiro Noguchi, Jörg Winkelmann. Download it once and read it on your Kindle device, PC, phones or tablets. Use features like bookmarks, note taking and highlighting while reading Nevanlinna Theory in Several Complex Variables and.

36 (3) 2010 Young Jin Suh, Juan de Dios Perez, Hyung Jun Jin, Hae Young Yang Real hypersurfaces in complex two-plane Grassmannians with D ⊥ -parallel Lie derivatives

1999 – Extension of the Inventors Gallery. The ceremony in celebration of the 50th anniversary of the reopening of the German Patent and Trade Mark Office in Munich provided an occasion to further extend the Inventors Gallery. Binnig, Gerd Karl Dethloff, Jürgen Lindenmeier, Heinz Quadbeck-Seeger, Hans-Jürgen Winnacker, Ernst-Ludwig

Gerd Dethloff 1 Tan Tran Van 2 Thin Nguyen Van 3 Détails. 1 LM – Laboratoire de mathématiques de Brest. 2 Hanoi National University of Education – Department of Mathematics and Informatics.

By Gerd Dethloff, Georg Schumacher and Pit-Mann Wong Abstract The paper is a contribution of the conjecture of Kobayashi that the complement of a generic plain curve of degree at least five is hyperbolic.

Sep 16, 2019  · Gerd Dethloff (Université de Brest) A Second Main Theorem for Moving Hypersurface Targets 4:30- 4:40 pm: Q&A: 4:40- 5:40 pm: Yum-Tong Siu (Harvard University) Hyperbolicity of generic hypersurfaces of high degree: Tuesday November 18, 2008: 9:00-.

The Houston Journal of Mathematics appears quarterly and publishes original research papers on mathematical topics. It welcomes contributed papers that develop interesting, or important, new mathematical ideas and results or solve outstanding problems.

Gerd Dethloff,Pham Hoang Ha Mathematics , 2013, Abstract: In this article, we study the ramification of the Gauss map of complete minimal surfaces in R^3 and R^4 on annular ends. We obtain results which are similar to the ones obtained by Fujimoto and Ru for (the whole) complete minimal surfaces, thus we show that the restriction of the Gauss.

By Gerd Dethloff, Georg Schumacher and Pit-Mann Wong. Abstract. The paper is a contribution of the conjecture of Kobayashi that the complement of a generic plain curve of degree at least five is hyperbolic. The main result is that the complement of a generic configuration of three quadrics is hyperbolic and hyperbolically embedded as well as.

By Gerd Dethloff, Pham Hoang Ha and Duc Thoan Pham Abstract arXiv :1411.2730, 24 pages.In this article, we study the ramification of the Gauss map of complete minimal surfaces in R^m on.

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By Gerd Dethloff, Pham Hoang Ha and Duc Thoan Pham Abstract arXiv :1411.2730, 24 pages.In this article, we study the ramification of the Gauss map of complete minimal surfaces in R^m on.

Grauert, H., Dethloff, G.: Deformation of Compact Riemann Surfaces Y of Genus p with Distinguished Points P 1,@@@, P m ∈ Y. In: Complex Geometry and Analysis; Proceedings of the International Symposium in Honour of E. Vesentini, Pisa 1988.

HAYAMA Symposium on Complex Analysis in Several Variables

Gerd Dethloff, Université de Brest Jean-Pierre Demailly, Université de Grenoble Jun-Muk Hwang, Korea Institute for Advanced Study Ngaiming Mok, The University of Hong Kong Takeo Ohsawa, Nagoya University Mihai Paun, Korea Institute for Advanced Study Thomas Peternell, Universität Bayreuth

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