activity
20112019
most citedThe global existence and convergence of the Calabi flow on

10 citations · 10 across the 3 of their papers we have counts for

collaborators

7 papers

math.PR2019

Zeros of repeated derivatives of random polynomials

Renjie Feng, Dong Yao

It has been shown that zeros of Kac polynomials of degree cluster asymptotically near the unit circle as under some assumptions. This property remains unc…

math.PR2019

Small gaps of GOE

Renjie Feng, Gang Tian, Dongyi Wei

In this article, we study the smallest gaps of the Gaussian orthogonal ensemble. The main result is that the smallest gaps, after normalized by , will tend to a Poisson distribu…

math-ph2018

Spectrum of SYK model II: Central limit theorem

Renjie Feng, Gang Tian, Dongyi Wei

In our previous paper \cite{FTD1}, we derived the almost sure convergence of the global density of eigenvalues of random matrices of the SYK model. In this paper, we will prove the…

math-ph2018

Spectrum of SYK model III: Large deviations and concentration of measures

Renjie Feng, Gang Tian, Dongyi Wei

In \cite{FTD1}, we proved the almost sure convergence of eigenvalues of the SYK model, which can be viewed as a type of \emph{law of large numbers} in probability theory; in \cite{…

math.PR2018

Small gaps of circular -ensemble

Renjie Feng, Dongyi Wei

In this article, we study the smallest gaps of the log-gas -ensemble on the unit circle (CE), where is any positive integer. The main result is that the smallest gaps, af…

math.DG201210 cited

The global existence and convergence of the Calabi flow on

Renjie Feng, Hongnian Huang

In this note, we study the long time existence of the Calabi flow on . Assuming the uniform bound of the total energy, we establish t…