In this paper we discuss the problem of division of two CR functions defined on a smooth hypersurface having the same zero sets. We prove that if the CR differentials of the functions f,g are not singular on the hypersurface, then the quotients f/g, g/f can be extended to smooth CR functions on the whole hypersurface
International audienceIn this paper we give general conditions that guarantee the analyticity of ${\...
We consider a real analytic foliation of Cn by complex analytic manifolds of dimension m issued tran...
The regularity of a CR map between two smooth hypersurfaces in $\doubc\sp2$ is studied. Assuming tha...
In this paper we discuss the problem of division of two CR functions defined on a smooth hypersurfac...
In this paper we discuss the problem of division of two CR functions defined on a smooth hypersurfac...
Let f be a smooth CR function on a smooth hypersurface M subset of C-n, such that f vanishes to infi...
Let f be a smooth CR function on a smooth hypersurface M subset of C-n, such that f vanishes to infi...
this paper, we study the higher codimensional case. Our results for the hypersurface case are weaker...
Let f be a smooth CR function on a smooth hypersurface M subset of C-n, such that f vanishes to infi...
Let M be a compact, connected C^2-smooth and globally minimal hypersurface M in P_2(C) which divides...
Let M be a compact, connected C^2-smooth and globally minimal hypersurface M in P_2(C) which divides...
The study of CR manifolds lies at the intersection of three main mathematical disciplines: partial d...
The talk will be about global holomorphic approximations of Cauchy-Riemann (CR) functions defined on...
The talk will be about global holomorphic approximations of Cauchy-Riemann (CR) functions defined on...
The talk will be about global holomorphic approximations of Cauchy-Riemann (CR) functions defined on...
International audienceIn this paper we give general conditions that guarantee the analyticity of ${\...
We consider a real analytic foliation of Cn by complex analytic manifolds of dimension m issued tran...
The regularity of a CR map between two smooth hypersurfaces in $\doubc\sp2$ is studied. Assuming tha...
In this paper we discuss the problem of division of two CR functions defined on a smooth hypersurfac...
In this paper we discuss the problem of division of two CR functions defined on a smooth hypersurfac...
Let f be a smooth CR function on a smooth hypersurface M subset of C-n, such that f vanishes to infi...
Let f be a smooth CR function on a smooth hypersurface M subset of C-n, such that f vanishes to infi...
this paper, we study the higher codimensional case. Our results for the hypersurface case are weaker...
Let f be a smooth CR function on a smooth hypersurface M subset of C-n, such that f vanishes to infi...
Let M be a compact, connected C^2-smooth and globally minimal hypersurface M in P_2(C) which divides...
Let M be a compact, connected C^2-smooth and globally minimal hypersurface M in P_2(C) which divides...
The study of CR manifolds lies at the intersection of three main mathematical disciplines: partial d...
The talk will be about global holomorphic approximations of Cauchy-Riemann (CR) functions defined on...
The talk will be about global holomorphic approximations of Cauchy-Riemann (CR) functions defined on...
The talk will be about global holomorphic approximations of Cauchy-Riemann (CR) functions defined on...
International audienceIn this paper we give general conditions that guarantee the analyticity of ${\...
We consider a real analytic foliation of Cn by complex analytic manifolds of dimension m issued tran...
The regularity of a CR map between two smooth hypersurfaces in $\doubc\sp2$ is studied. Assuming tha...
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