Add to ORKGAbstract. We prove that any compact almost complex manifold (M2m, J) of real di-mension 2m admits a pseudo-holomorphic embedding in (R4m+2, J̃) for a suitable posit-ive almost complex structure J ̃. Moreover, we give a necessary and sucient condition, expressed in terms of the Segre class sm(M,J), for the existence of an embedding or an immersion in (R4m, J̃). We also discuss the pseudo-holomorphic embeddings of an almost complex 4-manifold in (R6, J̃). 1
This paper investigates the (non)existence of compact quotients of the homogeneous almost-complex st...
An almost parallelizable n-manifold M can be immersed in Euclidean q-space if 2q>3n
We present a normal family theorem for injective almost holomorphic maps from a manifold with almost...
We prove that any almost complex manifold can be almost holomorphically embedded in an Euclidean spa...
2siWe show that any compact almost-complex manifold $(M,J)$ of complex dimension $m$ can be pseudo-h...
3siWe prove that any compact almost complex manifold $(M^{2m}, J)$ of real dimension $2m$ admits a p...
We prove that any almost complex manifold can be almost holomorphically embedded in an Euclidean spa...
We show that a pseudo-holomorphic embedding of an almost-complex 2n-manifold into almost-complex (2n...
We show that a pseudo-holomorphic embedding of an almost-complex 2n-manifold into almost-complex (2n...
We show that any compact almost-complex manifold (M, J) of complex dimension m can be pseudo-holomo...
We show that any compact almost-complex manifold (M, J) of complex dimension m can be pseudo-holomor...
We added an appendix with Chern class computations.We study the geometry of universal embedding spac...
Abstract. In the first part we give necessary and sufficient conditions for the existence of a stabl...
Let (X,J) be an almost-complex manifold. In [Comparing tamed and compatible symplectic cones and coh...
This is the second of a series of papers where we study the plurigen- era, the Kodaira dimension and...
This paper investigates the (non)existence of compact quotients of the homogeneous almost-complex st...
An almost parallelizable n-manifold M can be immersed in Euclidean q-space if 2q>3n
We present a normal family theorem for injective almost holomorphic maps from a manifold with almost...
We prove that any almost complex manifold can be almost holomorphically embedded in an Euclidean spa...
2siWe show that any compact almost-complex manifold $(M,J)$ of complex dimension $m$ can be pseudo-h...
3siWe prove that any compact almost complex manifold $(M^{2m}, J)$ of real dimension $2m$ admits a p...
We prove that any almost complex manifold can be almost holomorphically embedded in an Euclidean spa...
We show that a pseudo-holomorphic embedding of an almost-complex 2n-manifold into almost-complex (2n...
We show that a pseudo-holomorphic embedding of an almost-complex 2n-manifold into almost-complex (2n...
We show that any compact almost-complex manifold (M, J) of complex dimension m can be pseudo-holomo...
We show that any compact almost-complex manifold (M, J) of complex dimension m can be pseudo-holomor...
We added an appendix with Chern class computations.We study the geometry of universal embedding spac...
Abstract. In the first part we give necessary and sufficient conditions for the existence of a stabl...
Let (X,J) be an almost-complex manifold. In [Comparing tamed and compatible symplectic cones and coh...
This is the second of a series of papers where we study the plurigen- era, the Kodaira dimension and...
This paper investigates the (non)existence of compact quotients of the homogeneous almost-complex st...
An almost parallelizable n-manifold M can be immersed in Euclidean q-space if 2q>3n
We present a normal family theorem for injective almost holomorphic maps from a manifold with almost...