Results 21 to 30 of about 2,527 (217)
We propose a model of an anyon exciton consisting of a hole and several anyons, and apply it to the spectroscopy of an incompressible quantum liquid. Fractionalization of the electron charge makes properties of such entities quite different from those of usual magnetoexcitons.
Rashba, E.I., Portnoi, M.E.
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Non-Abelian Anyons and Non-Abelian Vortices in Topological Superconductors
Anyons are particles obeying statistics of neither bosons nor fermions. Non-Abelian anyons, whose exchanges are described by a non-Abelian group acting on a set of wave functions, are attracting a great attention because of possible applications to ...
Nitta, Muneto +2 more
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Anyons, quasiparticles living in two-dimensional spaces with exotic exchange statistics, can serve as the fundamental units for fault-tolerant quantum computation.
Annie Jihyun Park +3 more
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A Simple Decoder for Topological Codes
Here we study an efficient algorithm for decoding topological codes. It is a simple form of HDRG decoder, which could be straightforwardly generalized to complex decoding problems. Specific results are obtained for the planar code with both i.i.d.
James Wootton
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Parafermions in a Kagome Lattice of Qubits for Topological Quantum Computation
Engineering complex non-Abelian anyon models with simple physical systems is crucial for topological quantum computation. Unfortunately, the simplest systems are typically restricted to Majorana zero modes (Ising anyons). Here, we go beyond this barrier,
Adrian Hutter +2 more
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Majorana Anyon Composites in Magneto-Photoluminescence Spectra of Natural Quantum Hall Puddles
In magneto-photoluminescence (magneto-PL) spectra of quasi two-dimensional islands (quantum dots) having seven electrons and Wigner–Seitz radius rs~1.5, we revealed a suppression of magnetic field (B) dispersion, paramagnetic shifts, and jumps of the ...
Alexander M. Mintairov +3 more
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Anyons and Lowest Landau Level Anyons [PDF]
A review on the Anyon model and the lowest Landau level Anyon model is presented.
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Interacting Anyons in One and Two Dimensions: Strong Zero Modes in Anyon Chains and Non-Abelian Anyons on a Torus [PDF]
The work in this thesis is split into two distinct parts. The first focuses on the identification and construction of strong zero modes in non-abelian anyon chains. We show a Tambara-Yamagami chain is equivalent to a Zn chiral clock model.
Millar, Darragh
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A proposal to demonstrate non-abelian anyons on a NISQ device [PDF]
In this work we present a proposal for realising non-Abelian anyons on a NISQ device. In particular we explore the feasibility of implementing the quantum double model $D(D_4)$.
Jovan Jovanović +3 more
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ANYON TRAJECTORIES AND THE SYSTEMATICS OF THE THREE-ANYON SPECTRUM [PDF]
We develop the concept of trajectories in anyon spectra, i.e. the continuous dependence of energy levels on the kinetic angular momentum. It provides a more economical and unified description, since each trajectory contains an infinite number of points corresponding to the same statistics. For a system of noninteracting anyons in a harmonic potential,
Mashkevich, Stefan +3 more
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