AbstractIn this paper, we give a machinery method of constructing almost complex curve of type (III) in the nearly Kähler 6-sphere. As application, a first non-trivial example of almost complex 2-tori of type (III) will be described in terms of the Jacobi elliptic functions. In the final section, a general solution of such tori will be described in terms of the Prym-theta functions using the known results from the integrable system theory
AbstractIn this paper we prove the following theorem: S2p×S2q allows an almost complex structure if ...
summary:We discuss almost complex projective geometry and the relations to a distinguished class of ...
This article is mostly a writeup of two talks, the first given in the Besse Seminar at the Ecole Pol...
AbstractIn this paper, we give a machinery method of constructing almost complex curve of type (III)...
AbstractIn this paper, we study the curvature properties of almost complex curves M in the nearly Ka...
AbstractIn this paper, we study Lagrangian submanifolds of the nearly Kähler 6-sphere S6(1). We obta...
International audienceIn this paper we initiate the study of almost complex surfaces in the nearly K...
International audienceIn this paper we initiate the study of almost complex surfaces in the nearly K...
This thesis is on J-holomorphic curves and special Lagrangians of nearly Kähler manifolds, with a fo...
This thesis is an overview of the geometry of nearly Kähler six-manifolds. A nearly Kähler structure...
Nearly Kähler manifolds are almost Hermitian manifolds for which the Kähler condition is relaxed:ins...
AbstractWe study the Hilbert manifold formed by all pairs 〈almost complex structure on the torus T4,...
summary:We discuss almost complex projective geometry and the relations to a distinguished class of ...
We show that any compact almost-complex manifold (M, J) of complex dimension m can be pseudo-holomor...
There is a rich theory of so-called (strict) nearly Kaehler manifolds, almost-Hermitian manifolds g...
AbstractIn this paper we prove the following theorem: S2p×S2q allows an almost complex structure if ...
summary:We discuss almost complex projective geometry and the relations to a distinguished class of ...
This article is mostly a writeup of two talks, the first given in the Besse Seminar at the Ecole Pol...
AbstractIn this paper, we give a machinery method of constructing almost complex curve of type (III)...
AbstractIn this paper, we study the curvature properties of almost complex curves M in the nearly Ka...
AbstractIn this paper, we study Lagrangian submanifolds of the nearly Kähler 6-sphere S6(1). We obta...
International audienceIn this paper we initiate the study of almost complex surfaces in the nearly K...
International audienceIn this paper we initiate the study of almost complex surfaces in the nearly K...
This thesis is on J-holomorphic curves and special Lagrangians of nearly Kähler manifolds, with a fo...
This thesis is an overview of the geometry of nearly Kähler six-manifolds. A nearly Kähler structure...
Nearly Kähler manifolds are almost Hermitian manifolds for which the Kähler condition is relaxed:ins...
AbstractWe study the Hilbert manifold formed by all pairs 〈almost complex structure on the torus T4,...
summary:We discuss almost complex projective geometry and the relations to a distinguished class of ...
We show that any compact almost-complex manifold (M, J) of complex dimension m can be pseudo-holomor...
There is a rich theory of so-called (strict) nearly Kaehler manifolds, almost-Hermitian manifolds g...
AbstractIn this paper we prove the following theorem: S2p×S2q allows an almost complex structure if ...
summary:We discuss almost complex projective geometry and the relations to a distinguished class of ...
This article is mostly a writeup of two talks, the first given in the Besse Seminar at the Ecole Pol...