activity
20042026
most citedRenormalized self-intersection local time for fractional Brownian motion

141 citations · 743 across the 93 of their papers we have counts for

collaborators

96 papers

math.PR2026

Exact temporal variations and parameter estimation for space--time fractional stochastic heat equations driven by multiplicative noise

Yongkang Li, Yaozhong Hu, Litan Yan

We establish exact limits for the normalized temporal power variations of every fixed real order \(γ\geq2\) for the mild solution to a one-dimensional space--time fractional stocha…

math.PR2026

Gaussian fluctuation for spatial average of the space--time fractional stochastic heat equation

Yongkang Li, Yaozhong Hu, Litan Yan

We study spatial averages of the mild solution to a one-dimensional space--time fractional stochastic heat equation driven by space--time white noise. For fixed \(t>0\), we prove a…

math.PR2024

Temporal quartic variation for non-linear stochastic heat equations with piecewise constant coefficients

Yongkang Li, Yaozhong Hu, Litan Yan +1

We consider a stochastic partial differential equation with piecewise constant coefficients driven by a multiplicative space-time white noise. The existence and uniqueness of the m…

math.ST2023

Asymptotic properties of maximum likelihood estimators for determinantal point processes

Yaozhong Hu, Haiyi Shi

We obtain the almost sure strong consistency and the Berry-Esseen type bound for the maximum likelihood estimator Ln of the ensemble L for determinantal point processes (DPPs), str…

math.PR2023

Stochastic wave equation with additive fractional noise: solvability and global Hölder continuity

Shuhui Liu, Yaozhong Hu, Xiong Wang

We determine the range of Hurst parameters that provide the necessary and sufficient conditions for the solvability, in , of the stochastic wave equation: $ \frac{\partial^…

math.PR2023

Moment asymptotics for super-Brownian motions

Yaozhong Hu, Xiong Wang, Panqiu Xia +1

In this paper, long time and high order moment asymptotics for super-Brownian motions (sBm's) are studied. By using a moment formula for sBm's (e.g. Theorem 3.1, Hu et al. Ann. App…