16 citations · 44 across the 19 of their papers we have counts for
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math.DG2015★ 1 cited
Approximating Ricci solitons and quasi-Einstein metrics on toric surfaces
Stuart James Hall, Thomas Murphy
We present a general numerical method for investigating prescribed Ricci curvature problems on toric Kähler manifolds. This method is applied to two generalisations of Einstein met…
math.DG2015
Bounding the first invariant eigenvalue of toric Kähler manifolds
Stuart James Hall, Thomas Murphy
We generalise a theorem of Engman and Abreu--Freitas on the first invariant eigenvalue of non-negatively curved -invariant metrics on to general toric Kähl…
math.DG2015★ 3 cited
Conformally Kähler geometry and quasi-Einstein metrics
Wafaa Batat, Stuart James Hall, Ali Jizany +1
We prove that the quasi-Einstein metrics found by Lü, Page and Pope on -bundles over Fano Kähler-Einstein bases are conformally Kähler and that the Kähler class of…