Frankel conjecturePositivityWe classify simply connected compact Sasaki manifolds of dimension $2n+1$with positive transverse bisectional curvature. In particular, the K\"ahlercone corresponding to such manifolds must be bi-holomorphic to$\\C^{n+1}\\backslash \\{0\\}$. As an application we ...
The aim of this paper is to give a proof the Frankel conjecture by using the Kahler Ricci flow alone without assuming apriori the existence of Kahler Einstein metrics. Our proof is an extension of the new method due to Bohm and Wilking to Kahler manifolds.Wang, Y QWang, Yuanqi...
Zhang. An extension of moks theorem on the generalized frankel conjecture. Science China Mathematics, 53(5):1253C1264, 2010.HuiLing Gu and ZhuHong Zhang, An extension of Mok's theorem on the general- ized Frankel conjecture, Sci. China Math. 53 (2010), no. 5, 1253-1264. MR 2653275 (...
Byline: by SAM TURNER ROBIN GOODFELLOW AFTER months of conjecture FRANKEL (Newmarket, 3.10)...Daily Mail (London)