30 citations · 87 across the 14 of their papers we have counts for
18 papers
Cohomogeneity one central Kähler metrics in dimension four
Thalia Jeffres, Gideon Maschler
A Kähler metric is called central if the determinant of its Ricci endomorphism is constant. For the case in which this constant is zero, we study on -manifolds the existence of…
Cohomogeneity one Kähler-Ricci solitons under a Heisenberg group action and related metrics
Gideon Maschler, Robert Ream
We show that integrability of an almost complex structure in complex dimension is equivalent, in the presence of an almost hermitian metric, to equations involving wha…
On the completeness of some Bianchi type A and related Kähler-Einstein metrics
Gideon Maschler, Robert Ream
We prove the existence of complete cohomogeneity one triaxial Kähler-Einstein metrics in dimension four under an action of the Euclidean group . We also demonstrate local exi…
Canonical Kähler metrics on classes of Lorentzian -manifolds
Amir Babak Aazami, Gideon Maschler
Conditions for the existence of Kähler-Einstein metrics and central Kähler metrics [MS] along with examples, both old and new, are given on classes of Lorentzian -manifolds with…
Weighted extremal Kähler metrics and the Einstein-Maxwell geometry of projective bundles
Vestislav Apostolov, Gideon Maschler, Christina W. Tønnesen-Friedman
We study the existence of weighted extremal Kähler metrics in the sense of Apostolov-Calderbank-Gauduchon-Legendre and Lahdili on the total space of an admissible projective bundle…
Kähler metrics via Lorentzian Geometry in dimension four
Amir Babak Aazami, Gideon Maschler
Given a semi-Riemannian -manifold with two distinguished vector fields satisfying properties determined by their shear, twist and various Lie bracket relations, a family…