2 citations · 2 across the 5 of their papers we have counts for
5 papers
A Gauss curvature flow related to the Orlicz-Aleksandrov problem
Bin Chen, Peibiao Zhao
In this paper we first obtain the existence of smooth solutions to Orlicz-Aleksandrov problem via a Gauss-like curvature flow.
The Minkowski problem based on the (p,q)-mixed quermassintegrals
Bin Chen, Weidong Wang, Peibiao Zhao
Lutwak, Yang and Zhang [23] introduced the concept of Lp dual curvature measure for convex bodies and star bodies, and studied the Minkowski problem. We in this paper establish a n…
Kähler Finsler Metrics and Conformal Deformations
Bin Chen, Yibing Shen, Lili Zhao
The conformal properties of complex Finsler metrics are studied. We give a characterization of a compact complex Finsler manifold to be globally conformal Kähler. The critical poin…
The Mean Curvature Flow in Minkowski Spaces
Fanqi Zeng, Qun He, Bin Chen
Studying the geometric flow plays a powerful role in mathematics and physics. In this paper, we introduce the mean curvature flow on Finsler manifolds and give a number of examples…
Monotonicity of eigenvalues of geometric operaters along the Ricci-Bourguignon flow
Fanqi Zeng, Qun He, Bin Chen
In this paper, we study monotonicity of eigenvalues of Laplacian-type operator , where is a constant, along the Ricci-Bourguignon flow. For , We derive monotonic…