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In the paper, about 20% of the qubits are broken, so any algorithm you
design has to work around them. It also has to work around the layout
constraints. The weight matrix A is sparse. Each qubit connects to at
most 6 others. This allowed the computation of Ramsay numbers R(2,8)
and R(3,3), which are easy problems for a conventional computer. But
even a fully working chip would not extend the set of known solutions.
The chip requires cooling to 20 mK.
The video described an application to lossy image compression by
finding optimal feature sets to describe an image. So far it isn't
anything that we can't already do on a normal computer. Also,
probabilistic computation would not work for lossless modeling.
The video also said that D-Wave recently completed a 512 qubit chip.
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-- Matt Mahoney, mattma...@gmail.com
...The video described an application to lossy image compression by
finding optimal feature sets to describe an image. So far it isn't
anything that we can't already do on a normal computer. Also,
probabilistic computation would not work for lossless modeling.