Click on the DOI link to access the article (may not be free).For a domain D aS, a"e (n) we construct a continuous foliation of D into one-real-dimensional curves such that any function f a C (1)(D) which can be extended holomorphically into some neighborhood of each curve in the foliation will be holomorphic on D.Peer reviewe
We consider a real analytic foliation of Cn by complex analytic manifolds of dimension m issued tran...
Abstract. In this paper, we discuss foliations by real curves. We investigate differential equations...
AbstractIn this paper we derive admissible curvature continuous areas for monotonically increasing c...
Click on the DOI link to access the article (may not be free).Let Gamma be a C-infinity curve in C c...
Abstract. Consider a continuous one parameter family of circles in a complex plane that contains two...
This book explains the foundations of holomorphic curve theory in contact geometry. By using a parti...
We prove the existence of regular foliations with a prescribed tangency divisor in neighborhoods of ...
International audienceGiven a domain of holomorphy D in C N , N ≥ 2, we show that the set of holomor...
A pseudoholomorphic curve, or J-holomorphic curve, is a differentiable map from a Riemann surface to...
We wish to study those domains in Cn,for n ≥ 2, the so-called domains of holomorphy, which are in s...
that a continuous map f between real-analytic curves M and M ′ in C that locally extends holomorphic...
In this paper we extend the results on analytic continuation of germs of holomorphic mappings from a...
In this dissertation we present work on two problems in the theory of holomorphic curves. The first ...
In this chapter we study an important concept in holomorphic analysis, having to do with the existen...
Abstract. Combining the definition of Schwarzian derivative for conformal mappings be-tween Riemanni...
We consider a real analytic foliation of Cn by complex analytic manifolds of dimension m issued tran...
Abstract. In this paper, we discuss foliations by real curves. We investigate differential equations...
AbstractIn this paper we derive admissible curvature continuous areas for monotonically increasing c...
Click on the DOI link to access the article (may not be free).Let Gamma be a C-infinity curve in C c...
Abstract. Consider a continuous one parameter family of circles in a complex plane that contains two...
This book explains the foundations of holomorphic curve theory in contact geometry. By using a parti...
We prove the existence of regular foliations with a prescribed tangency divisor in neighborhoods of ...
International audienceGiven a domain of holomorphy D in C N , N ≥ 2, we show that the set of holomor...
A pseudoholomorphic curve, or J-holomorphic curve, is a differentiable map from a Riemann surface to...
We wish to study those domains in Cn,for n ≥ 2, the so-called domains of holomorphy, which are in s...
that a continuous map f between real-analytic curves M and M ′ in C that locally extends holomorphic...
In this paper we extend the results on analytic continuation of germs of holomorphic mappings from a...
In this dissertation we present work on two problems in the theory of holomorphic curves. The first ...
In this chapter we study an important concept in holomorphic analysis, having to do with the existen...
Abstract. Combining the definition of Schwarzian derivative for conformal mappings be-tween Riemanni...
We consider a real analytic foliation of Cn by complex analytic manifolds of dimension m issued tran...
Abstract. In this paper, we discuss foliations by real curves. We investigate differential equations...
AbstractIn this paper we derive admissible curvature continuous areas for monotonically increasing c...