Twisted K\"ahler-Einstein metrics
Julius Ross, G\'abor Sz\'ekelyhidi
TL;DR
This paper establishes the existence of twisted Kähler-Einstein metrics under a twisted K-stability condition, extending previous results by allowing certain non-negative twisting forms.
Contribution
It proves an existence theorem for twisted Kähler-Einstein metrics with relaxed conditions on the twisting forms, advancing the understanding of stability and metric existence.
Findings
Existence of twisted Kähler-Einstein metrics under twisted K-stability.
Extension to non-negative twisting forms.
Improvement over earlier existence results.
Abstract
We prove an existence result for twisted K\"ahler-Einstein metrics, assuming an appropriate twisted K-stability condition. An improvement over earlier results is that certain non-negative twisting forms are allowed.
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