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CMP
Credit: Jack Hobhouse

Zhengzhi Wu

Postdoctoral Research Assistant in Condensed Matter Physics

Sub department

  • Condensed Matter Physics
zhengzhi.wu@physics.ox.ac.uk
Clarendon Laboratory, room 261
  • About
  • Publications

Exact pair density wave in topological moire flat bands and universal superfluid stiffness

ArXiv 2608.26245 (2026)

Authors:

Zhengzhi Wu, Ming-rui Li, Hong Yao
Details from ArXiV

Emergent Spacetime Supersymmetry at 2D Fractionalized Quantum Criticality

Physical Review Letters American Physical Society (APS) 136:25 (2026) 256502

Authors:

Zhengzhi Wu, Zhou-Quan Wan, Shao-Kai Jian, Hong Yao

Abstract:

While experimental evidence for spacetime supersymmetry (SUSY) in particle physics remains elusive, condensed matter systems offer a promising arena for its emergence at quantum critical points (QCPs). Although there have been a variety of proposals for emergent SUSY at symmetry-breaking QCPs, the emergence of SUSY at fractionalized QCPs remains largely unexplored. Here, we demonstrate emergent spacetime SUSY at a fractionalized QCP in the Kitaev honeycomb model with Su-Schrieffer-Heeger (SSH) spin-phonon coupling. Specifically, through numerical computations and analytical analysis, we show that the anisotropic SSH-Kitaev model hosts a fractionalized QCP between a Dirac spin liquid and an incommensurate or commensurate valence-bond-solid phase coexisting with Z_{2} topological order. A low-energy field theory incorporating phonon quantum fluctuations reveals that this fractionalized QCP features an emergent N=2 spacetime SUSY. We further discuss their universal experimental signatures in thermal transport and viscosity, highlighting the concrete lattice realization of emergent SUSY at a fractionalized QCP in 2D.
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Exactly solvable pair-density wave in topological flat bands from magnetic translation symmetries

ArXiv 2606.25038 (2026)

Authors:

Zhengzhi Wu, Zhou-Quan Wan, Steven H Simon
Details from ArXiV

Emergent spacetime supersymmetry at 2D fractionalized quantum criticality

ArXiv 2510.07383 (2025)

Authors:

Zhengzhi Wu, Zhou-Quan Wan, Shao-Kai Jian, Hong Yao
Details from ArXiV

Boundary and defect criticality in topological insulators and superconductors

Physical Review B 112:4 (2025) 1-6

Authors:

X Shen, Z Wu, SK Jian

Abstract:

We study the boundary criticality enriched by boundary fermions, which ubiquitously emerge in topological phases of matter, with a focus on topological insulators and topological superconductors. By employing dimensional regularization and bosonization techniques, we uncover several alternative boundary universality classes. These include the boundary Gross-Neveu-Yukawa critical point and the special Berezinskii-Kosterlitz-Thouless (BKT) transition, both resulting from the interplay between edge modes and bulk bosons. We present a comprehensive sketch of the phase diagram that accommodates these boundary criticalities and delineate their critical exponents. Additionally, we explore a (1+1) dimensional conformal defect decorated with fermions, where a defect BKT transition is highlighted. We conclude with a discussion on potential experimental realizations of these phenomena.
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