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math.DG2023
Generalized Ricci surfaces
Benoît Daniel, Yiming Zang
We consider smooth Riemannian surfaces whose curvature satisfies the relation away from points where for some , which we call ge…
math.DG2022
Constructions of helicoidal minimal surfaces and minimal annuli in
Yiming Zang
In this article, we construct two one-parameter families of properly embedded minimal surfaces in a three-dimensional Lie group , which is the universal covering…
math.DG2021
Non-positively curved Ricci surfaces with catenoidal ends
Yiming Zang
A Ricci surface is defined as a Riemannian surface whose Gauss curvature satisfies the differential equation . Andrei Moroianu and Sergiu Moroi…