In this paper, we prove a lemma on logarithmic derivative for holomorphic curves from annuli into K\"{a}hler compact manifold and. As its application, a second main theorem for holomophic curves from annuli into semi abelian varieties intersecting with only one divisor is given
The paper develops an equidistribution theory of meromorphic mappings from a complete K\"ahler manif...
We deduce an analogue of the Bogomolov conjecture for non-degenerate subvarieties in fibered product...
Let M be a n-dimensional complex manifold, let S be a globally irreducible compact analytic hypersur...
AbstractApplying the Second Main Theorem of [J. Noguchi, J. Winkelmann, K. Yamanoi, The second main ...
AbstractIn this paper, we define Nevanlinna functions in annuli with two independent variables and u...
Let $f: \mathbb{C} \to X$ be a transcendental holomorphic curve into a complex projective manifold $...
We prove a hyperbolic analogue of the Bloch-Ochiai theorem about the Zariski closure of holomorphic ...
AbstractLet K/Q be a finite Galois extension, and let s0≠1 be a complex number. We prove that the mu...
In this note, we establish the following Second Main Theorem type estimate for every entire non-alge...
37 pagesWe prove several new results of Ax-Lindemann type for semiabelian varieties over the algebra...
We show that the infinitesimal deformations of Brill-Noether loci W-d attached to a smooth non-hyper...
The hyperbolicity statements for subvarieties and complement of hypersurfaces in abelian varieties a...
Let M be a compact Riemann surface and f be a meromorphic function on M. We denote the principal div...
This thesis stresses the strong link between the existence of partial holomorphic connections on the...
We show that the Poincaré bundle gives a fully faithful embedding from the derived category of a cur...
The paper develops an equidistribution theory of meromorphic mappings from a complete K\"ahler manif...
We deduce an analogue of the Bogomolov conjecture for non-degenerate subvarieties in fibered product...
Let M be a n-dimensional complex manifold, let S be a globally irreducible compact analytic hypersur...
AbstractApplying the Second Main Theorem of [J. Noguchi, J. Winkelmann, K. Yamanoi, The second main ...
AbstractIn this paper, we define Nevanlinna functions in annuli with two independent variables and u...
Let $f: \mathbb{C} \to X$ be a transcendental holomorphic curve into a complex projective manifold $...
We prove a hyperbolic analogue of the Bloch-Ochiai theorem about the Zariski closure of holomorphic ...
AbstractLet K/Q be a finite Galois extension, and let s0≠1 be a complex number. We prove that the mu...
In this note, we establish the following Second Main Theorem type estimate for every entire non-alge...
37 pagesWe prove several new results of Ax-Lindemann type for semiabelian varieties over the algebra...
We show that the infinitesimal deformations of Brill-Noether loci W-d attached to a smooth non-hyper...
The hyperbolicity statements for subvarieties and complement of hypersurfaces in abelian varieties a...
Let M be a compact Riemann surface and f be a meromorphic function on M. We denote the principal div...
This thesis stresses the strong link between the existence of partial holomorphic connections on the...
We show that the Poincaré bundle gives a fully faithful embedding from the derived category of a cur...
The paper develops an equidistribution theory of meromorphic mappings from a complete K\"ahler manif...
We deduce an analogue of the Bogomolov conjecture for non-degenerate subvarieties in fibered product...
Let M be a n-dimensional complex manifold, let S be a globally irreducible compact analytic hypersur...
DOI
Add to ORKG