Peter Pflug
We present an extension theorem for a separately holomorphic function which is polynomial/rational in some variables.
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Peter Pflug
We present an extension theorem for a separately holomorphic function which is polynomial/rational in some variables.
Aziez Taufiqur Rizal, Sumarno Sumarno
Allen Weitsman
We prove that univalent harmonic mappings can be approximated by univalent Fourier series of step functions.
Kémo Morvan
Given a complex analytic singularity $(X, 0)$, we show that if there exists an automorphism $F: (X, 0) \to (X, 0)$ that is contracting, then $(X, 0)$ is quasi-homogeneous.
Nobutaka Boumuki
This paper shows an example of a connected open neighborhood of a compact connected complex submanifold in a complex flag manifold.
Feng Rong
We prove some non-tangential Burns-Krantz type boundary rigidity theorems.
P. L. Robinson
We develop the theory of the lemniscatic functions sl and cl from their definition as solutions to an initial value problem.
Marek Jarnicki, Peter Pflug
We discuss some basic properties of the Sibony functions and pseudometrics.
Julien Duval
We prove a second main theorem for elliptic projective planes.
Chinmay Ghosh
In this article the bicomplex version of Mobius transformation is defined and special attention is paid to find the fixed points of a bicomplex Mobius transformation.
Chinmay Ghosh
In this article the infinite product of bicomplex numbers is defined and the convergence and divergence of this product are discussed.
Bikash Chakraborty
The purpose of the paper is to present an short proof of the Chuang's inequality.
E. Afanasieva
We study the boundary behavior of finitely Bi-Lipschitz mappings on smooth Riemannian manifolds
Alexandre Sukhov, Alexander Tumanov
The paper discusses some aspects of Gromov's theory.
Norbert Steinmetz
It is proved that any family of analytic functions with spherical derivative uniformly bounded away from zero ist normal.
Bo-Yong Chen
We give a direct proof of the Ohsawa-Takegoshi by solving directly the d-bar equation.
Li-Mei Wang
In the present paper, we are concerned with a subordination problem related to Robertson function. The radius of spirallikeness of Robertson function is also determined
Yûsuke Okuyama
This paper is superseded by arXiv:1106.3367
Jean-Pierre Rosay
$J$-holomorphic curves are pluripolar, but they are not minus-infinity sets of pluri-subharmonic functions with logarithmic singularity.
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