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Large-scale quantum chip validated

news.usc.edu

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Re: Large-scale quantum chip validated

#3

Does this mean that I need to throw away my 2048-bit RSA key? Is 4096 bit at all safer than 2048 from quantum computing?

No.

No speed up when compared to a classical machine (for much cheaper) emulating the exact same procedure:

http://www.scottaaronson.com/blog/?p=1400

Re: Large-scale quantum chip validated

#7

Anyone know how they program these?.. something like QCL? http://en.wikipedia.org/wiki/Quantum_programming

The machine solves QUBO problem. You program in the Q_ij and a set of X's is returned as answer.

http://en.wikipedia.org/wiki/Quadratic_unconstrained_binary_...

Re: Large-scale quantum chip validated

#8

Anyone know how they program these?.. something like QCL? http://en.wikipedia.org/wiki/Quantum_programming

It doesn't run "programs" like a Turing or von Neumann machine does; it's not even a universal quantum computer. It solves certain specific instances of an optimization problem which, in the general case, is NP-hard.

Re: Large-scale quantum chip validated

#9

Does this mean that I need to throw away my 2048-bit RSA key? Is 4096 bit at all safer than 2048 from quantum computing?

That depends...

The D-Wave processor probably isn't useful for cracking it. However, if you send RSA encrypted data, copies can be made of the encrypted data and cracked at a later date when better facilities or algorithms become available. If you wish to send a message that would make the NSA want to hunt you down and kill you if they decrypt it N years from now (and you plan to live >N years), you should probably be more careful. I don't think we have a good idea of what N is. It's probably pretty big, but it might not be.

Re: Large-scale quantum chip validated

#10

Anyone know how they program these?.. something like QCL? http://en.wikipedia.org/wiki/Quantum_programming

The machine solves QUBO problem. You program in the Q_ij and a set of X's is returned as answer. http://en.wikipedia.org/wiki/Quadratic_unconstrained_binary_...

(Also equivalently and more commonly known as the Ising Model). The D-wave chip is just a very fast hardware-based Ising model solver. You can use it to both find the minimum of a problem through cooling, or by controlling the temperature of the system you can also do sampling. And since so many important problems can be reduced to an Ising model, this is interesting.

What I don't fully understand is why is it so important to show that the device takes advantage of Quantum effects functionally? A classical super-efficient Ising Model solver is interesting enough.

Also, the video in the article is really quite terrible. I only half understood it because I know what they were trying to say, but if I didn't I think I'd be very confused at best, and amusingly misinformed at worst.

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