631 citations · 4.1k across the 52 of their papers we have counts for
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Reflection and time reversal symmetry enriched topological phases of matter: path integrals, non-orientable manifolds, and anomalies
Maissam Barkeshli, Parsa Bonderson, Chao-Ming Jian +2
We study symmetry-enriched topological (SET) phases in 2+1 space-time dimensions with spatial reflection and/or time-reversal symmetries. We provide a systematic construction of a…
Scalable Designs for Quasiparticle-Poisoning-Protected Topological Quantum Computation with Majorana Zero Modes
Torsten Karzig, Christina Knapp, Roman M. Lutchyn +9
We present designs for scalable quantum computers composed of qubits encoded in aggregates of four or more Majorana zero modes, realized at the ends of topological superconducting…
Topological Enrichment of Luttinger's Theorem
Parsa Bonderson, Meng Cheng, Kaushal Patel +1
We establish a generalization of Luttinger's theorem that applies to fractionalized Fermi liquids, i.e. Fermi liquids coexisting with symmetry enriched topological order. We find t…
Twisted Interferometry: the topological perspective
Parsa Bonderson, Lukasz Fidkowski, Michael Freedman +1
Three manifold topology is used to analyze the effect of anyonic interferometers in which the probe anyons' path along an arm crosses itself, leading to a "twisted" or braided spac…
How quickly can anyons be braided? Or: How I learned to stop worrying about diabatic errors and love the anyon
Christina Knapp, Michael Zaletel, Dong E. Liu +3
Topological phases of matter are a potential platform for the storage and processing of quantum information with intrinsic error rates that decrease exponentially with inverse temp…