2 citations · 2 across the 2 of their papers we have counts for
3 papers
math.CV2020
Positive currents on non-kählerian surfaces
Ionuţ Chiose, Matei Toma
We propose a classification of non-kählerian surfaces from a dynamical point of view and show how the known non-kählerian surfaces fit into it.
math.AG2000★ 2 cited
L^2-Riemann-Roch Inequalities for Covering Manifolds
Radu Todor, Ionuţ Chiose, George Marinescu
We study the existence of holomorphic sections of invariant line bundles over Galois coverings of Zariski open sets in Moishezon manilolds. We show that the von Neuman dimens…
math.CV1998
Holomorphic Morse inequalities on covering manifolds
Radu Todor, Ionuţ Chiose
The goal of this paper is to generalize Demailly's asymptotic holomorphic Morse inequalities to the case of a covering manifold of a compact manifold. We shall obtain estimates whi…