1 citations · 1 across the 3 of their papers we have counts for
3 papers
math.FA2024
The Riesz -energy of log-concave functions and related Minkowski problem
Niufa Fang, Deping Ye, Zengle Zhang
We calculate the first order variation of the Riesz -energy of a log-concave function with respect to the Asplund sum. Such a variational formula induces the Riesz -energ…
math.MG2023
An affine isoperimetric inequality for log-concave functions
Zengle Zhang, Jiazu Zhou
The authors gave an affine isoperimetric inequality \cite{LYZ2010} that gives a lower bound for the volume of a polar body and the equality holds if and only if the body is a simpl…
math.MG2023★ 1 cited
The dual Orlicz curvature measures for log-concave functions and their related Minkowski problems
Niufa Fang, Deping Ye, Zengle Zhang +1
The variation of a class of Orlicz moments with respect to the Asplund sum within the class of log-concave functions is demonstrated. Such a variational formula naturally leads to…