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20132026
most citedA Rigidity Theorem for Hypersurfaces in Higher Dimensional Space Forms

1 citations · 1 across the 7 of their papers we have counts for

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math.DG2022

The continuity equation on Hopf and Inoue surfaces

Xi Sisi Shen, Kevin Smith

We study the continuity equation of La Nave-Tian, extended to the Hermitian setting by Sherman-Weinkove, on Hopf and Inoue surfaces. We prove a priori estimates for solutions in bo…

math.DG2022

Canonical almost-Kähler metrics dual to general plane-fronted wave Lorentzian metrics

Mehdi Lejmi, Xi Sisi Shen

In the compact setting, Aazami and Ream \cite{Aazami:2022th} proved that Riemannian metrics dual to a class of Lorentzian metrics, called (compact) general plane-fronted waves, are…