10 citations · 16 across the 14 of their papers we have counts for
4 papers · 1 filter
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…
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…
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…
An inverse Gauss curvature flow and its application to p-capacitary Orlicz-Minkowski problem
Bin Chen, Weidong Wang, Xia Zhao +1
In [Calc. Var., 57:5 (2018)], Hong-Ye-Zhang proposed the -capacitary Orlicz-Minkowski problem and proved the existence of convex solutions to this problem by variational method…