田虹｜天津理工大学｜学者主页

期刊论文

2026

具有(p(x,t),q(x,t))-型增长的抛物方程解梯度的较高可积性

田虹，苗雪静

《应用数学》

2024

Gradient estimates for a class of higher-order elliptic equations of p-growth over a nonsmooth domain

Hong Tian, Shenzhou Zheng

Advances in Nonlinear Analysis

DOI

2024

$W^{m,p(t,x)}$-Estimate for a Class of Higher-Order Parabolic Equations with Partially BMO Coefficients

Hong Tian, Shuai Hao Shuai Hao, Shenzhou Zheng

Journal of Partial Differential Equations

DOI

2024

Weighted $$W^{1,2}_{p(\cdot )}$$-Estimate for Fully Nonlinear Parabolic Equations with a Relaxed Convexity

Hong Tian, Shenzhou Zheng

Mediterranean Journal of Mathematics

DOI

2022

Gradient estimates in anisotropic Lorentz spaces to general elliptic equations of p-growth

Hong Tian, Shen-Zhou Zheng

Rocky Mountain Journal of Mathematics

DOI

2021

The W(p,q)1,2-solvability for a class of fully nonlinear parabolic equations

Hong Tian, Shenzhou Zheng

Journal of Elliptic and Parabolic Equations

DOI

2020

Orlicz estimates for general parabolic obstacle problems with p(t,x)-growth in Reifenberg domains

Hong Tian, Shenzhou Zheng

Electronic Journal of Differential Equations

DOI

2019

Global Lorentz estimates with variable power to linear parabolic integro-differential equations

Hong Tian

Nonlinear Analysis

DOI

2019

Lorentz estimate with a variable power for parabolic obstacle problems with non-standard growths

Hong Tian, Shen-Zhou Zheng

Journal of Differential Equations

DOI

2019

Morrey regularity for nonlinear elliptic equations with partial BMO nonlinearities under controlled growth

Hong Tian, Shen-Zhou Zheng

Nonlinear Analysis

DOI

2018

具弱正则数据的散度型橢圆和抛物方程的Calderon-Zygmund型估计

田虹

《北京交通大学》

2018

Weighted Lorentz estimates for nonlinear elliptic obstacle problems with partially regular nonlinearities

Hong Tian, Shen-Zhou Zheng, Xiu-Ying Kang

Boundary Value Problems

DOI

2018

Another approach of Morrey estimate for linear elliptic equations with partially BMO coefficients in a half space

Hong Tian, Shen-Zhou Zheng

DOI

2017

Lorentz estimates for the gradient of weak solutions to elliptic obstacle problems with partially BMO coefficients

Hong Tian, Shenzhou Zheng

Boundary Value Problems

DOI

2017

Uniformly nondegenerate elliptic equations with partially BMO coefficients in nonsmooth domains

Hong Tian, Shen-Zhou Zheng

DOI

2017

Global weighted Lorentz estimates to nonlinear parabolic equations over nonsmooth domains

Hong Tian, Shen-Zhou Zheng

DOI

预印本

2023

Lorentz estimates for entropy solutions of higher-order nonlinear elliptic equations with L1 data

Hong Tian, Xue Wang

Research Square

DOI

田虹

精选作品

期刊论文

具有(p(x,t),q(x,t))-型增长的抛物方程解梯度的较高可积性

Gradient estimates for a class of higher-order elliptic equations of p-growth over a nonsmooth domain

$W^{m,p(t,x)}$-Estimate for a Class of Higher-Order Parabolic Equations with Partially BMO Coefficients

Weighted $$W^{1,2}_{p(\cdot )}$$-Estimate for Fully Nonlinear Parabolic Equations with a Relaxed Convexity

Gradient estimates in anisotropic Lorentz spaces to general elliptic equations of p-growth

The W(p,q)1,2-solvability for a class of fully nonlinear parabolic equations

Orlicz estimates for general parabolic obstacle problems with p(t,x)-growth in Reifenberg domains

Global Lorentz estimates with variable power to linear parabolic integro-differential equations

Lorentz estimate with a variable power for parabolic obstacle problems with non-standard growths

Morrey regularity for nonlinear elliptic equations with partial BMO nonlinearities under controlled growth

具弱正则数据的散度型橢圆和抛物方程的Calderon-Zygmund型估计

Weighted Lorentz estimates for nonlinear elliptic obstacle problems with partially regular nonlinearities

Another approach of Morrey estimate for linear elliptic equations with partially BMO coefficients in a half space

Lorentz estimates for the gradient of weak solutions to elliptic obstacle problems with partially BMO coefficients

Uniformly nondegenerate elliptic equations with partially BMO coefficients in nonsmooth domains

Global weighted Lorentz estimates to nonlinear parabolic equations over nonsmooth domains

预印本

Lorentz estimates for entropy solutions of higher-order nonlinear elliptic equations with L1 data

研究方向