Research

Preprints

1. Integrability of $(\omega, m)$-subharmonic functions on compact Hermitian manifolds

arXiv preprint, 2025 [arXiv] [] Accepted for publication in Ann. Polon. Math.

Let $(X, \omega)$ be a compact Hermitian manifold of dimension $n$. We show that all $(\omega ,m)$-subharmonic functions are $L^p$-integrable on $X$, for any $ p < \frac{n}{n-m}$.

Talks

[2025 Jul] An Introduction to the Complex Hessian Equation and Hermitian Geometry

Séminaire des doctorant.es, Larema , Angers, France

[2025 Feb] De Rham Theorem

Groupe de travail sur la $L^2$-cohomologie et l’homologie d’intersection , Angers, France