I have been engaged in theoretical research in condensed matter physics for a long time. I have published more than 40 SCI papers in journals such as PRL, PRB, Comput. Phys. Commun., Sci. Bull., Nano Lett., and APL. I have developed multiple software packages related to group representation theory. My Google Scholar citations exceed 1500, with an H-index of 23.
Representative Works
1. Established an encyclopedia of emergent particles in three-dimensional crystal symmetry groups, systematically studying emergent particles protected by symmetry in three-dimensional space groups, magnetic groups, layer groups, and rod groups. [Sci. Bull., 67, 345 (2022); PRB 105, 085117 (2022); PRB 105, 104426 (2022); PRB 107, 075405 (2023)]
2. Developed multiple software packages related to group representation theory. These include MagneticTB, a package for constructing effective models in magnetic systems [Comput. Phys. Commun. 270, 108153 (2022)], and MagneticKP [arXiv:2205.05830]; PhononIrep, a package for calculating irreducible representations of phonon spectra [arXiv:2201.11350 (2022)]; SpaceGroupIrep, and MSGCorep, packages for calculating representations related to three-dimensional space groups and magnetic groups [Comput. Phys. Commun. 265, 107993 (2021); Comput. Phys. Commun. 265, 108722 (2023)]. Package homepage: https://github.com/zhangzeyingvv.
3. Research on topological materials. My collaborators and I proposed a series of topological quantum states in electronic and phononic systems and comprehensively calculated their physical properties.
For a detailed list of articles, please visit https://orcid.org0000-0002-7188-6676 or https://scholar.google.com/citations?user=mY-xQW4AAAAJ&hl=en.
