研究方向：Long time dynamics of dispersive equations; Weak turbulence; Infinite dimensional Hamiltonian systems

主讲课程：Mathematical Analysis; ODEs, Mechanics

代表论著：

1、Liang, Z., Zhao, Z., Zhou, Q.: Almost reducibility and oscillatory growth of Sobolev norms. Advances in Mathematics, 436, 2024.

2、Luo, J., Liang, Z., Zhao, Z.: Growth of Sobolev norms in 1-d quantum harmonic oscillator with polynomial time quasi-periodic perturbation. Commun. Math. Phys., 392, 2022.

3、Liang Zhenguo, Wang Zhiqiang, Reducibility of quantum harmonic oscillator on Rd perturbed by a quasi-periodic potential with logarithmic decay, Calc.Var.PDE, 61:155, 2022.

4、Liang Zhenguo, Wang Zhiqiang, Reducibility of 1D quantum harmonic oscillator with decaying conditions on the derivative of perturbation potentials,Nonlinearity 35, 2022.

5、Liang, Z., Zhao, Z., Zhou, Q.: 1-d Quantum Harmonic Oscillator with time quasi-periodic quadratic perturbation: reducibility and growth of Sobolev norms. J. Math. Pures Appl., 146, 2021.

个人主页：http://www.ams.org/mathscinet/MRAuthorID/771911