The Riemannian Goldberg–Sachs Theorem
From MaRDI portal
Publication:4352154
DOI10.1142/S0129167X97000214zbMath0891.53054OpenAlexW2067469003WikidataQ115246469 ScholiaQ115246469MaRDI QIDQ4352154
Vestislav Apostolov, Paul Gauduchon
Publication date: 6 July 1998
Published in: International Journal of Mathematics (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1142/s0129167x97000214
Related Items
Positively curved self-dual Einstein metrics on weighted projective planes, Ambitoric geometry. I: Einstein metrics and extremal ambikähler structures, QCH Kähler surfaces. II, Almost Robinson geometries, The complex Goldberg-Sachs theorem in higher dimensions, Blowing up generalized Kähler 4-manifolds, Some examples of Hermitian surfaces, Curvature properties of twistor spaces, On Einstein Hermitian manifolds, Four-dimensional manifolds with degenerate self-dual Weyl curvature operator, Almost complex structures that are harmonic maps, Four–dimensional metrics conformal to Kähler, Hermitian structures on the product of Sasakian manifolds, Hermitian-Walker 4-manifolds, Remarks on Einstein-like Hermitian manifolds, Sharp version of the Goldberg-Sachs theorem, A canonical compatible metric for geometric structures on nilmanifolds, Bi-Hermitian Gray surfaces II, Enhanced Euclidean supersymmetry, 11D supergravity and \(\mathrm{SU}(\infty)\) Toda equation, KÄHLER SURFACES WITH QUASI CONSTANT HOLOMORPHIC CURVATURE, Weakly-Einstein Hermitian surfaces, Hermitian conformal classes and almost Kähler structures on 4-manifolds, Unnamed Item, Locally conformally Kähler metrics on Hopf surfaces, HARMONIC MORPHISMS FROM EINSTEIN 4-MANIFOLDS TO RIEMANN SURFACES, Selfdual spaces with complex structures, Einstein-Weyl geometry and geodesics, Para-Hermitian and paraquaternionic manifolds, Generalized Goldberg-Sachs theorems for pseudo-Riemannian four-manifolds, Symplectic 4-manifolds with Hermitian Weyl tensor, The Einstein-Maxwell equations, Kähler metrics, and Hermitian geometry, The Newman-Penrose formalism for Riemannian 3-manifolds, Compact Kähler surfaces with harmonic anti-self-dual Weyl tensor.