11 citations · 17 across the 7 of their papers we have counts for
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Generalized Hitchin-Kobayashi correspondence and Weil-Petersson current
Hassan Jolany
In this paper we extend Hitchin-Kobayashi correspondence along holomorphic fibre space and we show that there exists a generalized Hermitian-Einstein metric which is twisted with W…
Generalized Sasaki-Einstein metric twisted with Weil-Petersson metric
Hassan Jolany
Existence of canonical metric on a Sasakian variety was a long standing conjecture and the major part of this conjecture is about varieties which do not have definite basic first C…
Canonical metric on moduli spaces of log Calabi-Yau varieties
Hassan Jolany
In this paper, by applying Greene-Shapere-Vafa-Yau semi-flat metric, we give a new proof of closed formula of Weil-Petersson metric on moduli space of Calabi-Yau varieties.
Generalized Kähler-Einstein metric along -Fano fibration
Hassan Jolany
In this paper, we show that along -Fano fibration, when general fibres, base and central fiber (with at worst Kawamata log terminal singularities)are K-poly stable then…
Relative Kähler-Einstein metric on Kähler varieties of positive Kodaira dimension
Hassan Jolany
For projective varieties with definite first Chern class we have one type of canonical metric which is called Kähler-Einstein metric. But for varieties with an intermidiate Kodaira…