43 citations · 56 across the 6 of their papers we have counts for
6 papers
Finite-size effects in Schulz-Shastry-Luttinger models for determining anyonic signatures in 1d spin chains
B. Perković, M. Bonkhoff, T. Posske
We study finite-size properties of Schulz-Shastry-Luttinger liquids to reveal anyonic signatures, realized as low-energy excitations on top of the helical ground state in saturated…
Symmetry and integrability in the anyon-Hubbard model
Martin Bonkhoff, Grennon Gurney, Friethjof Theel +3
Recent cold atom experiments have realized one-dimensional anyons and enabled the tuning of 1D~statistics between bosons and fermions. Here, we analyze the symmetries, integrabilit…
Chirally-protected state manipulation by tuning one-dimensional statistics
F. Theel, M. Bonkhoff, P. Schmelcher +2
Chiral symmetry is broken by typical interactions in lattice models, but the statistical interactions embodied in the anyon-Hubbard model are an exception. This is an example for a…
Anyonic phase transitions in the 1D extended Hubbard model with fractional statistics
Martin Bonkhoff, Kevin Jägering, Shijie Hu +3
We study one-dimensional (1D) lattice anyons with extended Hubbard interactions at unit filling using bosonization and numerical simulations. The behavior can be continuously tuned…
Coherence Properties of the Repulsive Anyon-Hubbard Dimer
Martin Bonkhoff, Simon B. Jäger, Imke Schneider +2
One-dimensional anyonic models of the Hubbard type show intriguing ground-state properties, effectively transmuting between Bose-Einstein and Fermi-Dirac statistics. The simplest m…
Bosonic continuum theory of one-dimensional lattice anyons
M. Bonkhoff, K. Jägering, S. Eggert +3
Anyons with arbitrary exchange phases exist on 1D lattices in ultracold gases. Yet, known continuum theories in 1D do not match. We derive the continuum limit of 1D lattice anyons…