Mathematical Research Letters
Volume 29 (2022)
On the stability of the anomaly flow
Pages: 323 – 338
We prove that the parabolic flow of conformally balanced metrics introduced in  is stable around Calabi–Yau metrics. The result shows that the flow can converge on a Kähler manifold even if the initial metric is not conformally Kähler.
This work was supported by GNSAGA of INdAM.
Received 14 May 2020
Accepted 10 August 2020
Published 29 September 2022