Jiafu Ning

activity

20162026

most citedPositivity of holomorphic vector bundles in terms of

L^{p}

-conditions of

\partial ˉ

10 citations · 12 across the 8 of their papers we have counts for

collaborators

Showing 2026Show all

3 papers · 1 filter

math.CV2026

Invariance of plurigenera for Kähler families with nef canonical bundles

Fusheng Deng, Jiafu Ning, Zhiwei Wang +1

Let $p : X \to Δ$ be a proper holomorphic submersion from a Kähler manifold $X$ . We prove that, if $K_{X_{t}}$ is nef for every $t \in Δ$ , then $dim_{C} H^{0} (X_{t}, m K_{X_{t}})$ …

math.CV2026

A Converse to the Skoda $L^{2}$ division theorem II

Zhi Li, Xiankui Meng, Jiafu Ning +1

We prove a converse to the original Skoda $L^{2}$ division theorem, asserting that Skoda $L^{2}$ division estimates for a single nonzero holomorphic function force the weight to be plu…

math.CV2026

On the extension of Kähler currents on compact complex manifolds

Jiafu Ning, Kai Pang, Haoyuan Sun +2

Let $(X, ω)$ be a compact Kähler manifold and let $V \subset X$ be a closed complex submanifold. Coman-Guedj-Zeriahi proposed the problem: is every $ω ∣_{V}$ -plurisubharmonic function o…

Invariance of plurigenera for Kähler families with nef canonical bundles

A Converse to the Skoda L2 division theorem II

On the extension of Kähler currents on compact complex manifolds

A Converse to the Skoda $L^{2}$ division theorem II