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20202023
most citedOn semi-Quasi-Einstein Manifold

10 citations · 10 across the 4 of their papers we have counts for

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math.DG2023

Flow by Gauss Curvature to the orlicz Chord Minkowski Problem

Xia Zhao, Peibiao Zhao

The chord Minkowski problem based on Chord measures and chord measures introduced firstly by Lutwak, Xi, Yang and Zhang [38] is a very important and meaningful geometri…

math.DG2023

Horizontal inverse mean curvature flow in the Heisenberg group

Jingshi Cui, Peibiao Zhao

Huisken and Ilmanen [J. Differential Geom., 2001] created the theory of weak solutions for inverse mean curvature flows (IMCF) of hypersurfaces on Riemannian manifolds, and proved…

math.DG2023

Equivalence of Strong Brunn-Minkowski Inequalities and CD Conditions in Heisenberg Groups

Juan Zhang, Peibiao Zhao

The present paper investigates the sub-Riemannian version of the equivalence between the curvature-dimension conditions and strong Brunn-Minkowski inequalities in the sub-Riemannia…

math.DG2022

The Lp Minkowski problem for q-torsional rigidity

Bin Chen, Xia Zhao, Weidong Wang +1

In this paper, we introduce the so-called -torsional measure for and by establishing the variational formula for the -torsional rigidity of…

math.DG202110 cited

On semi-Quasi-Einstein Manifold

Yanling Han, Avik De, Peibiao Zhao

In the present paper we introduce a semi-quasi-Einstein manifold from a semi symmetric metric connection. Among others, the popular Schwarzschild and Kottler spacetimes are shown t…

math.DG2021

On the finiteness of the Morse index of self-shrinkers

Xu-Yong Jiang, He-Jun Sun, Peibiao Zhao

In this paper, we present a sufficient condition for finite Morse index of complete properly self-shrinkers. We prove that a complete properly embedded self-shrinker in $\mathbb{R}…