collaborators

4 papers

math.DG2026

Third order Einstein deformations for Kaehler-Einstein metrics

Paul-Andi Nagy

For compact Kähler manifolds with negative scalar curvature we study the existence problem for non-trivial Einstein deformations of , that is small time curves …

math.DG2026

Einstein deformations of Kähler Einstein metrics

Paul-Andi Nagy

We study Einstein deformations of negative Kähler Einstein metrics. We relate the second order Einstein deformation theory of negative Kähler-Einstein metrics to the complex geom…

math.DG2025

Higher order obstructions to Riccati-type equations

Jihun Kim, Paul-Andi Nagy, JeongHyeong Park

We develop new techniques in order to deal with Riccati-type equations, subject to a further algebraic constraint, on Riemannian manifolds . We find that the obstruction t…

math.DG2025

3-symmetric spaces, Ricci solitons, and homogeneous structures

Thomas Murphy, Paul-Andi Nagy

The full classification of Riemannian -symmetric spaces is presented. Up to Riemannian products the main building blocks consist in (possibly symmetric) spaces with semisimple i…