The Cohomological and Analytic Completeness of P(...2<Cn) G2'n .
The Kobayashi-Pseudodistance on Homogeneous Manifolds.
The Mergelyan-Bishop theorem in the case of mapping into homogeneous manifolds. II. Proof of the theorem and application.
The Picard Group of a complex quotient variety.
Transformation Groups on Homogeneous-Rational Manifolds.
Two remarks on Kähler homogeneous manifolds
We prove that every Kähler solvmanifold has a finite covering whose holomorphic reduction is a principal bundle. An example is given that illustrates the necessity, in general, of passing to a proper covering. We also answer a stronger version of a question posed by Akhiezer for homogeneous spaces of nonsolvable algebraic groups in the case where the isotropy has the property that its intersection with the radical is Zariski dense in the radical.