J.-F. He

most citedUniversal gapless Dirac cone and tunable topological states in (MnBi

_{2}

_{4}

)

_{m}

(Bi

_{2}

_{3}

)

_{n}

heterostructures

71 citations · 128 across the 3 of their papers we have counts for

collaborators

3 papers

cond-mat.mtrl-sci2020★ 41 cited

Mapping the Dirac fermions in intrinsic antiferromagnetic topological insulators (MnBi $_{2}$ Te $_{4}$ )(Bi $_{2}$ Te $_{3}$ ) $_{n}$ (n=0, 1)

Zuowei Liang, Mengzhu Shi, Qiang Zhang +7

Topological surface states with intrinsic magnetic ordering in the MnBi $_{2}$ Te $_{4}$ (Bi $_{2}$ Te $_{3}$ ) $_{n}$ compounds have been predicted to host rich topological phenomena including quant…

cond-mat.supr-con2019★ 16 cited

Spectroscopic evidence for electron-boson coupling in electron-doped Sr $_{2}$ IrO $_{4}$

Yong Hu, Xiang Chen, S. -T. Peng +15

The pseudogap, d-wave superconductivity and electron-boson coupling are three intertwined key ingredients in the phase diagram of the cuprates. Sr $_{2}$ IrO $_{4}$ is a 5d-electron count…

cond-mat.mtrl-sci2019★ 71 cited

Universal gapless Dirac cone and tunable topological states in (MnBi $_{2}$ Te $_{4}$ ) $_{m}$ (Bi $_{2}$ Te $_{3}$ ) $_{n}$ heterostructures

Yong Hu, Lixuan Xu, Mengzhu Shi +11

In the newly discovered magnetic topological insulator MnBi $_{2}$ Te $_{4}$ , both axion insulator state and quantized anomalous Hall effect (QAHE) have been observed by tuning the magnet…

Mapping the Dirac fermions in intrinsic antiferromagnetic topological insulators (MnBi2​Te4​)(Bi2​Te3​)n​ (n=0, 1)

Spectroscopic evidence for electron-boson coupling in electron-doped Sr2​IrO4​

Universal gapless Dirac cone and tunable topological states in (MnBi2​Te4​)m​(Bi2​Te3​)n​ heterostructures

Mapping the Dirac fermions in intrinsic antiferromagnetic topological insulators (MnBi $_{2}$ Te $_{4}$ )(Bi $_{2}$ Te $_{3}$ ) $_{n}$ (n=0, 1)

Spectroscopic evidence for electron-boson coupling in electron-doped Sr $_{2}$ IrO $_{4}$

Universal gapless Dirac cone and tunable topological states in (MnBi $_{2}$ Te $_{4}$ ) $_{m}$ (Bi $_{2}$ Te $_{3}$ ) $_{n}$ heterostructures