81 citations · 97 across the 9 of their papers we have counts for
9 papers
-Flux Bound States in Multicomponent Superconductor Exhibiting Non-Abelian Statistics of Parafermions
Xing-Yu Wu, Y. H. Wang, X. C. Xie +1
Multicomponent superconductors (MSCs) are predicted to host magnetic flux quanta carrying arbitrary fractions of the superconducting flux quantum. Recent advances have raised the e…
Fermion-mediated Casimir effect on mesoscopic rings implementing non-Clifford SWAP gates
Liang Du, Qing-Dong Jiang, Yijia Wu
The Casimir effect is typically governed by intrinsic material properties and lacks in situ tunability. We show that, in mesoscopic rings, both the magnitude and sign of the fermio…
Shot noise signatures identifying non-Abelian properties of Jackiw-Rebbi zero modes
Haoran Ge, Zhen Chen, Yijia Wu +1
Jackiw-Rebbi zero modes were first proposed in 1976 as topologically protected zero-energy states localized at domain walls in one-dimensional Dirac systems. They have attracted wi…
Three-Majorana Cotunneling Interferometer for Non-Abelian Braiding and Topological Quantum Gate Implementation
Zhen Chen, Yijia Wu, X. C. Xie
We propose a novel scheme for performing Majorana zero mode (MZM) braiding utilizing cotunneling processes in a three-MZM system incorporating reference arms. This approach relies…
Coherent detection of the oscillating acoustoelectric effect in graphene
Yicheng Mou, Jiayu Wang, Haonan Chen +9
In recent years, surface acoustic waves (SAWs) have emerged as a novel technique for generating quasiparticle transport and band modulation in condensed matter systems. SAWs intera…
Fractional spin Josephson effect in topological spin superconductors
Liang Du, Hua Jiang, Yijia Wu +1
Topological spin superconductors are -wave spin-triplet exciton insulators whose topological edge modes have been shown to obey non-Abelian braiding statistics. Based on a toy m…
Quantifying the non-Abelian property of Andreev bound states in inhomogeneous Majorana nanowires
Yu Zhang, Yijia Wu, Jie Liu +1
Non-Abelian braiding is a key property of Majorana zero modes (MZMs) that can be utilized for topological quantum computation. However, the presence of trivial Andreev bound states…
Unified model for non-Abelian braiding of Majorana and Dirac fermion zero modes
Tianyu Huang, Rui Zhang, Xiaopeng Li +3
Majorana zero modes (MZMs) are the most intensively studied non-Abelian anyons. The Dirac fermion zero modes in topological insulators, which are symmetry-protected doubling of MZM…
Gapped Topological Kink States and Topological Corner States in Graphene
Yuting Yang, Ziyuan Jia, Yijia Wu +3
Based on the tight-binding model calculations and photonic experimental visualization on graphene, we report the domain-wall-induced gapped topological kink states and topological…