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A question on anti-self-dual Weyl curvature of Kaehler surfaces Ask Question. Asked 3 years, 9 months ago. Active 3 years, 8 months ago. Viewed times.

Or is it true if we restrict to Kaehler-Einstein metrics? Robert Bryant Robert Bryant If we further restrict to Fano Kaehler-Einstein metric, may it be true? Sign up or log in Sign up using Google. Sign up using Facebook. Kragujevac Journal of Mathematics , vol.

Curvature properties of some 4-dimensional semi-Riemannian metrics naslov ne postoji na srpskom Shaikh A. Abdalla, B. Proceedings of the American Mathematical Society , 06 : Adati, T.

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Tensor N. Besse, A. Berlin, itd: Springer Verlag. Bokan, N. Kragujevac Journal of Mathematics , br. Cartan, E. France , 2: France , 54 : Paris: Gauthier-Villars, 2nd ed. Chaki, M. Acta Mathematica Hungarica , 54, 4, Cuza Iasi Sect. I a Mat. Bulgarian journal of physics , 15, 6, Chen, B. Chojnacka-Dulas, J.

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Journal of Geometry and Physics , International Journal of Theoretical Physics , 51 9 : Defever, F. Peloritana Pericolanti Cl. Natur , 69, Deszcz, R. Math , 41, Prace Nauk.

Szczec , 11, Sinica , ; Soochow J. Math , 52, Beograd N. Sinica , 22, Chinese J. Math , 22, Belgian Math. Series A , ; Demonstratio Mathematica , 22 4 :. Colloquium Mathematicum , 89 1 : Colloquium Mathematicum , 97 1 : Publications de l'Institut Mathematique , vol.

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4-dimensional anti-Kähler manifolds and Weyl curvature

Tohoku Mathematical Journal , 51 4 : Colloquium Mathematicum , 2 : Colloquium Mathematicum , 57 1 : Results in Mathematics , 59 : The answer is 'no'. Hence, the only constraint on the eigenvalues is that they sum to zero. Of course, Cartan only considered the local theory, not global examples. Sign up to join this community.


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A question on anti-self-dual Weyl curvature of Kaehler surfaces Ask Question. Asked 3 years, 9 months ago. Active 3 years, 8 months ago.