10 pages, 8 figures, typos correctedInternational audienceWe consider the string-net model on the honeycomb lattice for Ising anyons in the presence of a string tension. This competing term induces a nontrivial dynamics of the non-Abelian anyonic quasiparticles and may lead to a breakdown of the topological phase. Using high-order series expansions and exact diagonalizations, we determine the robustness of this doubled Ising phase which is found to be separated from two gapped phases. An effective quantum dimer model emerges in the large tension limit giving rise to two different translation symmetry-broken phases. Consequently, we obtain four transition points, two of which are associated with first-order transitions whereas the two others...
Topological ordered phases are related to changes in the properties of their quasiparticle excitatio...
Abstract. We study topological phase transitions in discrete gauge theories in two spatial dimension...
International audienceOne of the hallmarks of quantum statistics, tightly entwined with the concept ...
10 pages, 8 figures, typos correctedInternational audienceWe consider the string-net model on the ho...
We study quantum phase transitions and the critical behavior of topologically-ordered phases by cons...
Dimer models have long been a fruitful playground for understanding topological physics. Here, we in...
In the context of quantum spin liquids, it is long known that the condensation of fractionalized exc...
We introduce a class of 2D lattice models that describe the dynamics of intertwiners, or, in a conde...
Anyons in a topologically ordered phase can carry fractional quantum numbers with respect to the sym...
We develop methods to probe the excitation spectrum of topological phases of matter in two spatial d...
Anyon condensation forms a mechanism that allows us to relate different topological phases. We study...
Intermediate statistics interpolating from Bose statistics to Fermi statistics are allowed in two di...
We show that chains of interacting Fibonacci anyons can support a wide variety of collective ground ...
The low-temperature dynamics of quantum systems are dominated by the low-energy eigenstates. For two...
A spin-1/2 system on a honeycomb lattice is studied. The interactions between nearest neighbors are ...
Topological ordered phases are related to changes in the properties of their quasiparticle excitatio...
Abstract. We study topological phase transitions in discrete gauge theories in two spatial dimension...
International audienceOne of the hallmarks of quantum statistics, tightly entwined with the concept ...
10 pages, 8 figures, typos correctedInternational audienceWe consider the string-net model on the ho...
We study quantum phase transitions and the critical behavior of topologically-ordered phases by cons...
Dimer models have long been a fruitful playground for understanding topological physics. Here, we in...
In the context of quantum spin liquids, it is long known that the condensation of fractionalized exc...
We introduce a class of 2D lattice models that describe the dynamics of intertwiners, or, in a conde...
Anyons in a topologically ordered phase can carry fractional quantum numbers with respect to the sym...
We develop methods to probe the excitation spectrum of topological phases of matter in two spatial d...
Anyon condensation forms a mechanism that allows us to relate different topological phases. We study...
Intermediate statistics interpolating from Bose statistics to Fermi statistics are allowed in two di...
We show that chains of interacting Fibonacci anyons can support a wide variety of collective ground ...
The low-temperature dynamics of quantum systems are dominated by the low-energy eigenstates. For two...
A spin-1/2 system on a honeycomb lattice is studied. The interactions between nearest neighbors are ...
Topological ordered phases are related to changes in the properties of their quasiparticle excitatio...
Abstract. We study topological phase transitions in discrete gauge theories in two spatial dimension...
International audienceOne of the hallmarks of quantum statistics, tightly entwined with the concept ...