A calculus for meromorphic currents.
A Cancellation Theorem for Artinian Local Algebras.
A canonical construction yielding a global view of twistor theory.
A Carleman theorem for curves in C...
A Carleson inequality for functions with their derivatives on the unit ball
The main purpose of this note is to give a new characterization of the well-known Carleson measure in terms of the integral for functions with their derivatives on the unit ball.
A Carleson type condition for interpolating sequences in the Hardy spaces of the ball of .
A Cartan-type result for invariant distances and one-dimensional holomorphic retracts.
We derive conditions under which a holomorphic mapping of a taut Riemann surface must be an automorphism. This is an analogue involving invariant distances of a result of H. Cartan. Using similar methods we prove an existence result for 1-dimensional holomorphic retracts in a taut complex manifold.
A character approach to Looijenga's invariant theory for generalized root systems
A characterization of bounded plurisubharmonic functions
We give a characterization for boundedness of plurisubharmonic functions in the Cegrell class ℱ.
A Characterization of Complex Homogeneous Cones.
A Characterization of Complex Manifolds Biholomorphic to a Circular Domain.
A Characterization of C(X) Among Algebras on Planar Sets by the Existence of a Finite Universal Korovkin System.
A characterization of Hardy-Orlicz spaces on C...
A characterization of linear automorphisms of the Euclidean ball
Let B be the open unit ball for a norm on . Let f:B → B be a holomorphic map with f(0) = 0. We consider a condition implying that f is linear on . Moreover, in the case of the Euclidean ball , we show that f is a linear automorphism of under this condition.
A characterization of non-hyperelliptic Jacobi varieties.
A characterization of proper regular mappings
Let X, Y be complex affine varieties and f:X → Y a regular mapping. We prove that if dim X ≥ 2 and f is closed in the Zariski topology then f is proper in the classical topology.
A characterization of quasi-homogeneous Gorenstein surface singularities
A characterization of short curves of a Teichmüller geodesic.
A Characterization of the Ball by its Intrinsic Metrics.
A characterization of the complex affine line.