That's still a step away from experimental proof that those even - denominator stair - step states actually contain
non-Abelian anyons.
And yet, Willett's experiment is so difficult that no other labs have managed to replicate it, leaving open the possibility that his striking observations of
non-abelian anyons are mere artifacts of his particular setup or technique.
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It is also argued that experiment clearly indicates that interlayer interactions strongly affect the superconducting transition temperature, Tc, consistent with the fact that no theoretical calculations on two - dimensional Hubbard models have resulted in the prediction of high transition temperatures, and that
anyon models are not favored by experiment.
On the sheer weirdness scale, perhaps the only quasiparticles that top Soljai's boson — fermions are curious things
called anyons.
One of them was physicist Leo Kouwenhoven of the Delft University of Technology in the Netherlands, who in 2012 was the first to confirm experimentally that particles such
as anyons remember how they are swapped.
The drive to make qubits is part of the reason why graphene is a hot research area in general, and why even - denominator FQHE states — with their
special anyons - are sought after in particular.
For one thing, fermions and bosons can meet halfway —
becoming anyons, which can be anywhere in between fermions and bosons.
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Both offer dramatic
c anyon formations on the reef and excellent visibility.
But over the years, as Willett improved his circuit design to incite more of the alleged
non-abelian anyons to form and his collaborators increased the purity of the gallium arsenide crystals, the controllable interference signal grew clearer.
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So if researchers could create several of
these anyons next to each other and shuffle them around, their quantum states would «remember» how they had been shuffled.
But
anyons — quasiparticles that live in 2D, atom - thin materials — break that rule.
What's more, theory suggests that in some cases, swapping
the anyons back again does not restore their original wavefunction.
But for
anyons, the phase of the wavefunction changes by an angle that depends on the type of anyon.
Physicists can visualize this process by adding
the anyon's 2D spatial motions to a third dimension, representing time.
He is now setting up a new Microsoft lab at the Delft campus, which aims to demonstrate that
anyons can encode qubits and do simple quantum computations.
«A state with some number of
these anyons can be used to represent a qubit,» says Papić.
In particular, the researchers are hoping these quasiparticles will be non-Abelian
anyons, as their theory indicates they should be.
The quasiparticles in these special stair - step states are expected to be
anyons.
Recent work has revealed the existence of a rich new class of possibilities: anyons
Over the past few years, he has gathered a growing body of evidence that ultra-pure, ultra-cold, ultra-magnetized gallium arsenide crystals give rise to the strange particles, called «non-abelian
anyons,» that are required for a topological qubit.
The effect is subtle and at first barely stood out against another interference signal from regular «abelian»
anyons, which also arise in the 5/2 state.
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