Jinghua Yao

发表

Multiple solutions with constant sign of a Dirichlet problem for a class of elliptic systems with variable exponent growth

Qihu Zhang, Li Yin, Jinghua Yao, 2016, 1607.00584.

Multiplicity of strong solutions for a class of elliptic problems without the Ambrosetti-Rabinowitz condition in $\mathbb{R}^{N}$

Qihu Zhang, Li Yin, Jinghua Yao, 2016, 1607.00581.

EXISTENCE AND NON-EXISTENCE OF SOLUTIONS FOR A p(x)-BIHARMONIC PROBLEM

N. T. Chung, G. Afrouzi, N. Chung, 2015 .

Equivariant Hopf bifurcation with arbitrary pressure laws

Tong Li, Jinghua Yao, 2013, 1312.4248.

Oscillation and Instability in Chemical Reactions

Jinghua Yao, Xiaoyan Wang, 2015, 1510.00891.

Dynamical behaviors of a system modeling wave bifurcations

Tong Li, Jinghua Yao, Xiaoyan Wang, 2018 .

Existence and Stability of Periodic Planar Standing Waves in Phase-Transitional Elasticity with Strain-Gradient Effects I: General Theory

Jinghua Yao, 2014 .

Existence of periodic planar standing waves in phase-transitional viscoelasticity with surface energy

Jinghua Yao, 2011, 1110.6897.

A model scaling approach for fracture and size effect simulations in solids: Cohesive zone, smeared crack band and phase-field models

Jinghua Yao, Jian‐Ying Wu, 2022, Computer Methods in Applied Mechanics and Engineering.

Equivariant Hopf bifurcation with general pressure laws

Tong Li, Jinghua Yao, 2015 .

Dynamical behavior of a system modeling wave bifurcations with higher order viscosity

Tong Li, Jinghua Yao, Xiaoyan Wang, 2014, 1406.5264.

A P ] 3 0 Ju n 20 14 EQUIVARIANT HOPF BIFURCATION WITH GENERAL PRESSURE LAWS

Jinghua Yao, Linjun Tong, 2014 .

Stability of ZND detonations for Majda’s model

Jinghua Yao, Soyeun Jung, 2012, 1205.6991.

Existence and Stability of Periodic Planar Standing Waves in Phase-Transitional Elasticity with Strain-Gradient Effects II : Examples

Jinghua Yao, 2014 .

Existence and stability of periodic planar standing waves in phase-transitional elasticity with strain-gradient effects

Jinghua Yao, 2011 .

HIGH ENERGY SOLUTIONS TO p(x)-LAPLACIAN EQUATIONS OF SCHRODINGER TYPE

Jinghua Yao, Xiaoyan Wang, Duchao Liu, 2012, 1210.5308.

Patterns of complex oscillations and instability in chemical reactions

Jinghua Yao, Xiaoyan Wang, Duchao Liu, 2019, Communications in Mathematical Sciences.

O(2)-Hopf bifurcation for a model of cellular shock instability

Jinghua Yao, 2014 .

Spectrum and bifurcation for semilinear elliptic problems in RN

Fengquan Li, Guowei Dai, Jinghua Yao, 2017 .

Solutions for Neumann boundary value problems involving p(x)-Laplace operators

Jinghua Yao, 2008 .

Solutions for Neumann boundary value problems involving $\big(p_{1}(x), p_{2}(x)\big)$-Laplace operators

Jinghua Yao, Xiaoyan Wang, Duchao Liu, 2012, 1205.3765.

Phase-field modeling of stochastic fracture in heterogeneous quasi-brittle solids

J. Le, Jinghua Yao, Jian‐Ying Wu, 2023, Computer Methods in Applied Mechanics and Engineering.

O(2) Hopf bifurcation of viscous shock waves in a channel

K. Zumbrun, A. Pogan, Jinghua Yao, 2014, 1401.2197.

On an open problem involving the p(x)-Laplacian—A further study on the multiplicity of weak solutions to p(x)-Laplacian equations

Xiaoyan Wang, Jinghua Yao, 2008 .

On $\big(p_{1}(x), p_{2}(x)\big)$-Laplace Equations

Jinghua Yao, Xiaoyan Wang, Duchao Liu, 2012, 1205.1854.

FA ] 9 M ay 2 01 2 On ( p 1 ( x ) , p 2 ( x ) )-Laplace Equations ∗

Jinghua Yao, Xiaoyan Wang, Duchao Liu, 2014 .

Gradient estimate for the minimizers in Musielak–Orlicz–Sobolev space

Sibei Yang, Beibei Wang, Jinghua Yao, 2022, Mathematical Methods in the Applied Sciences.

Compact imbeddings between variable exponent spaces with unbounded underlying domain

Xiaoyan Wang, Jinghua Yao, 2009 .