$\tau $$-semi-stable,Approximate $\tau $$-Hermitian–Einstein structure,Holomorphic pair,Gauduchon manifolds" /> $\tau $$-semi-stable" /> $\tau $$-Hermitian–Einstein structure" /> $\tau $$-semi-stable,Approximate $\tau $$-Hermitian–Einstein structure,Holomorphic pair,Gauduchon manifolds" />
Semi-stability for Holomorphic Pairs on Compact Gauduchon Manifolds
Ruixin Wang , Chuanjing Zhang
Communications in Mathematics and Statistics ›› 2019, Vol. 7 ›› Issue (2) : 191 -206.
Semi-stability for Holomorphic Pairs on Compact Gauduchon Manifolds
In this paper, we establish a generalized Hitchin–Kobayashi correspondence between the $\tau $$-semi-stability and the existence of approximate $\tau $$-Hermitian–Einstein structure on holomorphic pair $(E,\phi )$$ over the compact Gauduchon manifold.
$\tau $$-semi-stable')">$\tau $$-semi-stable / $\tau $$-Hermitian–Einstein structure')">Approximate $\tau $$-Hermitian–Einstein structure / Holomorphic pair / Gauduchon manifolds
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