Frank Wilczek & Lawrence Krauss : Materiality of a Vacuum (OFFICIAL) - (...
[HTML] Golden Anyons for Cosmic Dark Energy Density
MS El Naschie - World Journal of Condensed Matter Physics, 2018 - scirp.org
The note gives a watertight confirmation of the E-infinity Cantorian theory results for ordinary
and dark cosmic energy density of the universe and respectively. The computation is
fundamentally based on a golden mean fusion function that goes back to the highly original …
and dark cosmic energy density of the universe and respectively. The computation is
fundamentally based on a golden mean fusion function that goes back to the highly original …
Phase transitions on a ladder of braided non-Abelian anyons
… high filling (3 4 <ν< 1), “A”for a gapped phase, “GC” for effective golden chain [22 … block scaling
of the entanglement entropy of the critical phases in Fibonacci and Ising anyons are given …
computed the value of the central charges of the critical phases of both anyon models from …
of the entanglement entropy of the critical phases in Fibonacci and Ising anyons are given …
computed the value of the central charges of the critical phases of both anyon models from …
DMRG investigation of constrained models: from quantum dimer and quantum loop ladders to hard-boson and Fibonacci anyon chains
N Chepiga, F Mila - arXiv preprint arXiv:1809.00746, 2018 - arxiv.org
… Submission where σx i is a Pauli matrix and ϕ = 1+ √ 5 2 is the golden ratio … It is thus very similar
to the hard-boson constraint if one performs a particle-hole transformation and associates a hard
boson with an empty site of the chain of anyons, and a τ-anyon with an empty …
to the hard-boson constraint if one performs a particle-hole transformation and associates a hard
boson with an empty site of the chain of anyons, and a τ-anyon with an empty …
Condensation of non-Abelian anyons in a one-dimensional fermion model
D Borcherding, H Frahm - arXiv preprint arXiv:1808.05808, 2018 - arxiv.org
… boundaries between phases of different topological order. To characterize the latter it is essential
to understand the properties of an ensemble of anyons where interactions lift the degeneracies
of the anyonic zero modes and correlated many-anyon states …
to understand the properties of an ensemble of anyons where interactions lift the degeneracies
of the anyonic zero modes and correlated many-anyon states …
Introduction to topological quantum computation with non-Abelian anyons
B Field, T Simula - Quantum Science and Technology, 2018 - iopscience.iop.org
… Topological quantum computers use particles with exotic exchange statis- tics called non-Abelian
anyons, and the simplest anyon model which allows for universal quantum computation by
particle exchange or braiding alone is the Fibonacci anyon model …
anyons, and the simplest anyon model which allows for universal quantum computation by
particle exchange or braiding alone is the Fibonacci anyon model …
Asymmetric Particle Transport and Light-Cone Dynamics Induced by Anyonic Statistics
F Liu, JR Garrison, DL Deng, ZX Gong… - arXiv preprint arXiv …, 2018 - arxiv.org
… Maryland 20742, USA 5Department of Physics, Colorado School of Mines, Golden, Colorado
80401 … First, distinct from the bosonic and fermionic cases, anyons in 1D exhibit asymmet- ric
density expansion under time evolution of a homogeneous anyon-Hubbard model …
80401 … First, distinct from the bosonic and fermionic cases, anyons in 1D exhibit asymmet- ric
density expansion under time evolution of a homogeneous anyon-Hubbard model …
[PDF] Anyons and Topological Quantum Computation
J Oliveira - 2018 - math.tecnico.ulisboa.pt
… a particular anyonic charge and can be defined from the fusion rules, eq. (3.1), as dadb = ∑ c
dc. (3.12) It follows from the unitarity of anyon models that di ≥ 1, with equality when i is an abelian
anyon. If we have a space with n anyons, all with charge i (as in the previous …
dc. (3.12) It follows from the unitarity of anyon models that di ≥ 1, with equality when i is an abelian
anyon. If we have a space with n anyons, all with charge i (as in the previous …
Fibonacci Topological Superconductor
Y Hu, CL Kane - Physical review letters, 2018 - APS
… The same critical point arises in the 1D “golden chain” model of coupled Fibonacci
anyons [30], as well as at interfaces connecting Ising and Fibonacci order in the QH
effect [31] … 0 . If it is σ, then the vortex binds a Fibonacci anyon …
anyons [30], as well as at interfaces connecting Ising and Fibonacci order in the QH
effect [31] … 0 . If it is σ, then the vortex binds a Fibonacci anyon …
Weak ergodicity breaking from quantum many-body scars
… that are reminis- cent of the effective models describing the interactions between anyon excitations
in … Hilbert space identical to that of chains of non- Abelian Fibonacci anyons, rather than … Hamiltonian
equation (1) can be seen as a deformation of the 'golden chain' introduced in …
in … Hilbert space identical to that of chains of non- Abelian Fibonacci anyons, rather than … Hamiltonian
equation (1) can be seen as a deformation of the 'golden chain' introduced in …
Scrambling via Braiding of Nonabelions
… Fibonacci anyons grows as φn, where the quantum di- mension φ = (1 + √5)/2 is the golden
ratio … Majorana fermions (equivalently 14 qubits) for the SYK model, averaged over 2000
realizations; n = 23 anyons (equivalently 22 qubits) for the Fibonacci anyon model, averaged …
ratio … Majorana fermions (equivalently 14 qubits) for the SYK model, averaged over 2000
realizations; n = 23 anyons (equivalently 22 qubits) for the Fibonacci anyon model, averaged …
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