Add to ORKGLet R be a Riemnn surface of an algebroid function and M a Riemann surface of an algebraic function. The purpose of this paper is to give a proof of the second main theorem on complex analytic mappings of R into M by applying the Ahlfors theory of covering surfaces
In the first part of the thesis, we introduce the basic definitions and properties of the complex pl...
Dans ce mémoire nous étudions les hypersurfaces Levi-plates analytiques dans les surfaces algébrique...
The main result of paper [3] is the theorem Theorem 1 [3, Theorem 1.2]). A covering manifold corresp...
In this paper some fundamental results from the theory of generalized analytic functions are present...
Abstract. We present a p-adic and non-archimedean version of some classical complex holomorphic func...
This paper begins with some reminders on topological aspects of Riemann surfaces blunt, seen as non...
Volume III sets out classical Cauchy theory. It is much more geared towards its innumerable applicat...
A stronger form of the adjunction inequality is proved for immersed real sur-faces in non simply-con...
Certain parts of the theory of covering surfaces are treated briefly in the literature as they occur...
Branched covering Riemann surfaces (C, f) are studied, where f is the Euler Gamma function and the R...
Abstract. This paper presents a brief introduction to algebraic geometry and provides several theore...
Let $W$ be a domain in a complex manifold $M$. In 2008 B. J\"oricke found a way to extend holomorphi...
The branched coverings of the Riemannian surfaces with edge and also the convergence of the Riemanni...
This is an English translation of the book in Japanese, published as the volume 20 in the series of ...
The aim of this paper is to extend the Hurwitz formula on the ramification of the covering surfaces ...
In the first part of the thesis, we introduce the basic definitions and properties of the complex pl...
Dans ce mémoire nous étudions les hypersurfaces Levi-plates analytiques dans les surfaces algébrique...
The main result of paper [3] is the theorem Theorem 1 [3, Theorem 1.2]). A covering manifold corresp...
In this paper some fundamental results from the theory of generalized analytic functions are present...
Abstract. We present a p-adic and non-archimedean version of some classical complex holomorphic func...
This paper begins with some reminders on topological aspects of Riemann surfaces blunt, seen as non...
Volume III sets out classical Cauchy theory. It is much more geared towards its innumerable applicat...
A stronger form of the adjunction inequality is proved for immersed real sur-faces in non simply-con...
Certain parts of the theory of covering surfaces are treated briefly in the literature as they occur...
Branched covering Riemann surfaces (C, f) are studied, where f is the Euler Gamma function and the R...
Abstract. This paper presents a brief introduction to algebraic geometry and provides several theore...
Let $W$ be a domain in a complex manifold $M$. In 2008 B. J\"oricke found a way to extend holomorphi...
The branched coverings of the Riemannian surfaces with edge and also the convergence of the Riemanni...
This is an English translation of the book in Japanese, published as the volume 20 in the series of ...
The aim of this paper is to extend the Hurwitz formula on the ramification of the covering surfaces ...
In the first part of the thesis, we introduce the basic definitions and properties of the complex pl...
Dans ce mémoire nous étudions les hypersurfaces Levi-plates analytiques dans les surfaces algébrique...
The main result of paper [3] is the theorem Theorem 1 [3, Theorem 1.2]). A covering manifold corresp...