https://annals.math.princeton.edu/articles/12993
The Weyl functional, de Rham cohomology and Kähler-Einstein metrics | Annals of Mathematics
de rham cohomologyannals of mathematicseinstein metricsweylfunctional
https://pldml.icm.edu.pl/pldml/element/bwmeta1.element.doi-10_2478_s11533-012-0091-x;jsessionid=E3047236F647FA0305B4C41557D33295?q=bwmeta1.element.issn-2391-5455-year-2012-volume-10-issue-5%253B11&qt=CHILDREN-STATELESS
Smooth metric measure spaces, quasi-Einstein metrics, and tractors - Open Mathematics - Tom 10,...
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Einstein metrics, projective structures and the SU (∞) Toda equation
We establish an explicit correspondence between two–dimensional projective structures admitting a projective vector field, and a class of solutions to the SU...
einstein metricsprojectivestructurestodaequation
https://dspace.mit.edu/entities/publication/f8269831-36da-4982-8899-085a9520e784
Higher canonical asymptotics of Kähler-Einstein metrics on quasi-projective manifolds
In this thesis, we derive the asymptotic expansion of the Kiihler-Einstein metrics on certain quasi-projective varieties, which can be compactified by adding a...
einstein metricshighercanonicalasymptoticsquasi
https://researchconnect.suny.edu/en/projects/singular-kahler-einstein-metrics-analytic-and-algebraic-aspects/
Singular Kahler-Einstein Metrics: Analytic and Algebraic Aspects - SUNY Research Connect
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https://research.chalmers.se/publication/235848
K-polystability of Q-Fano varieties admitting Kahler-Einstein metrics
It is shown that any, possibly singular, Fano variety X admitting a Kahler-Einstein metric is K-polystable, thus confirming one direction of the...
fano varietieseinstein metricspolystabilityadmittingkahler