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- W848475610 abstract "In this paper, we solve a problem of Kobayashi posed in cite{Ko4} by introducing a Donaldson type functional on the space $F^+(E)$ of strongly pseudo-convex complex Finsler metrics on $E$ -- a holomorphic vector bundle over a closed Kahler manifold $M$. This Donaldson type functional is a generalization in the complex Finsler geometry setting of the original Donaldson functional and has Finsler-Einstein metrics on $E$ as its only critical points, at which this functional attains the absolute minimum." @default.
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- W848475610 date "2016-09-08" @default.
- W848475610 modified "2023-10-17" @default.
- W848475610 title "A Donaldson type functional on a holomorphic Finsler vector bundle" @default.
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- W848475610 doi "https://doi.org/10.1007/s00208-016-1472-4" @default.
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