Establishes existence theorems for Kähler-Einstein metrics on noncompact complete Kähler manifolds with negative Ricci curvature and for canonical Hermitian metrics with prescribed Ricci curvature, plus Hesse-Einstein metrics in affine geometry.
and Wang, G.-F.,Hessian surfaces and local Lagrangian embeddings, Ann
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On Ricci forms of canonical metrics over noncompact complex manifolds
Establishes existence theorems for Kähler-Einstein metrics on noncompact complete Kähler manifolds with negative Ricci curvature and for canonical Hermitian metrics with prescribed Ricci curvature, plus Hesse-Einstein metrics in affine geometry.