Yang-Le Wu

Abelian and non-Abelian states in ν = 2 / 3 bilayer fractional quantum Hall systems

There are several possible theoretically allowed non-Abelian fractional quantum Hall (FQH) states that could potentially be realized in one- and two- component FQH systems at total filling fraction

Decoherence of two coupled singlet-triplet spin qubits

\nu = n+ 2/3

The enigmatic 12/5 fractional quantum Hall effect

, for integer

Dynamics of two coupled semiconductor spin qubits in a noisy environment

n

Understanding analog quantum simulation dynamics in coupled ion-trap qubits

. Some of these states even possess quasiparticles with non-Abelian statistics that are powerful enough for universal topological quantum computation, and are thus of particular interest. Here, we initiate a systematic numerical study, using both exact diagonalization and variational Monte Carlo, to investigate the phase diagram of FQH systems at total filling fraction

Noise-induced collective quantum state preservation in spin qubit arrays

\nu = n+2/3

Statistical Bubble Localization with Random Interactions

, including in particular the possibility of the non-Abelian

Intrinsic decoherence in isolated quantum systems

Z_4

Local Quench Dynamics and Logarithmic Lightcone in Many-Body Localized Systems

parafermion state. In

12/5 and 13/5 fractional quantum Hall states and Landau level mixing

\nu = 2/3