activity
20042026
most citedSmooth Structures and Einstein Metrics on $CP^2#5,6,7\bar{CP^2}$

3 citations · 7 across the 10 of their papers we have counts for

collaborators

12 papers

math.AG2026

Lower bounds for the Smith-Thom deficiency of Hilbert squares

Viatcheslav Kharlamov, Rareş Răsdeaconu

We establish lower bounds for the Smith--Thom deficiency of the Hilbert square of a maximal nonsingular real projective variety. These bounds recover the known surface case and pro…

math.DG2022

Remarks on astheno-Kahler manifolds, Bott-Chern and Aeppli cohomology groups

Ionut Chiose, Rares Rasdeaconu

We provide a new cohomological obstruction to the existence of astheno-Kahler metrics, and study relevant examples.

math.DG2016

On the classification of ALE Kähler manifolds

Hans-Joachim Hein, Rares Rasdeaconu, Ioana Suvaina

The underlying complex structure of an ALE Kähler manifold is exhibited as a resolution of a deformation of an isolated quotient singularity. As a consequence, there exist only fin…

math.CV2016

Balanced Manifolds and SKT Metrics

Ionut Chiose, Rares Rasdeaconu, Ioana Suvaina

The equality between the balanced and the Gauduchon cones is discussed in several situations. In particular, it is shown that equality does not hold on many twistor spaces, and it…

math.AG2015

Qualitative aspects of counting real rational curves on real K3 surfaces

Viatcheslav Kharlamov, Rares Rasdeaconu

We study qualitative aspects of the Welschinger-like -valued count of real rational curves on primitively polarized real surfaces. In particular, we prove that with…

math.DG2014

Balanced metrics on uniruled manifolds

Ionut Chiose, Rares Rasdeaconu, Ioana Suvaina

We show that an dimensional Moishezon manifold is uniruled if and only if it supports a balanced metric of positive total scalar Chern curvature. A similar statement…