Team Constructs Silicon 2-qubit Gate, Enabling Construction of Quantum Computers (phys.org)
monkeyzoo writes: A team at the University of New South Wales (UNSW) in Sydney has made a crucial advance in quantum computing. Their advance, appearing in the journal Nature (abstract), demonstrated a two-qubit logic gate — the central building block of a quantum computer — and, significantly, did it in silicon. This makes the building of a quantum computer much more feasible, since it is based on the same manufacturing technology as today's computer industry. Until now, it had not been possible to make two quantum bits 'talk' to each other — and thereby create a logic gate — using silicon. But the UNSW team — working with Professor Kohei M. Itoh of Japan's Keio University — has done just that for the first time. The result means that all of the physical building blocks for a silicon-based quantum computer have now been successfully constructed, allowing engineers to finally begin the task of designing and building a functioning quantum computer.
We done got fucked out of good publicly available encryption for decades at least. The beast won. Resistance is futile.
This step forward makes "quantum computing" real to me. Up till now, it's all been so experimental that it was divorced from engineering, and for me the target of much skepticism. Now that it's being done in silicon, however, it's on its way to being a product. Finally we might get past the hype and see what can actually be delivered!
Socialism: a lie told by totalitarians and believed by fools.
So we can try and factor 0,1,2 and 3?
I should use this sig to advertise my book ISBN-13 : 978-1501515132.
That's a solved problem.
If it weren't for deadlines, nothing would be late.
The real problem with quantum computers is noise and decoherence. To make a practical quantum computer you need three things:
1) Qubits thare are very loosely coupled with the environment so they have a long decoherence time
2) A way of coupling these qubits to each other without destroying (1).
3) A way of reading from and writing to qubits without destroying (1) or (2).
I *think* this paper claims to have solved (2) and (3). I believe (1) had previously been solved by the use of electron spin with atoms of Silicon-28 which this paper uses as well. Do a search for "qubit silicon 28". I think a saw a measured decoherence time of 200 microseconds. This would mean that a calcuation would need to be completed in well under this time in order to not get swamped out by noise from the environment.
We don't see the world as it is, we see it as we are.
-- Anais Nin
How much closer they are to a Beowulf cluster of these...
deleting the extra space after periods so i can stay relevant, yeah.
in case you need 0,1,2 or 3 factored really, reaaly fast.
Science, huh?
It's a different kind of improvement. It won't make your computer run crysis at 9000 fps, but you'd see it in things such as google maps being able to quickly calculate the most efficient path given that you want to travel from A to F and make stops B, C, D, and E along the way.
eh they might not have it cracked yet but that doesn't matter because they'll just record it and crack it later
-73, de n1ywb
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It's a refrigeration problem.
You need to get stuff very cold to dampen down the noise (other things entangling with your qbits).
Making things cold takes energy. The lower the entropy in the qbits, the higher the energy that you blow in the refrigeration. Overall entropy will increase. So you might be able to equate the energy in the heat of serial computation of an O(2^n) problem to the energy spent cooling a circuit cold enough to solve an O(2^n) problem in parallel with magic quantum behaviors. Unfortunately in the parallel case you have to blow that energy all at the same time. If the serial case looks like it would need enough energy to boil all the oceans (about O(2^128)) then the parallel case might boil them all at once. You might want to get inland.
I should use this sig to advertise my book ISBN-13 : 978-1501515132.
This does not seem to be likely, though. As far as I know, there is no polynomial-time quantum algorithm for solving the Traveling Salesman Problem, or any other NP-complete problem.
My question is, if qubit gates have just been discovered, what the heck has D-Wave Systems been selling to Google and NASA in the past 2 years?
Non-silicon based systems.
and, significantly, did it in silicon
This is really the only new thing that has happened. Which is significant, but it seems a significant portion of ./ users don't remember the story from june when we have seen over 1000 qbits demonstrated
Not quite. There are very few algorithms that will see a substantial speedup on quantum computers, factoring numbers and simulating quantum systems being the big two. In fact, it wasn't until Shor's algorithm was discovered that physicists really took an interest in quantum computers since no one knew if there was anything a quantum computer could do better than a Turing machine. For general problems, you can only get a modest speedup over a brute force search on a classical computer. To find an entry in an unsorted database takes O(n) on a classical computer and O(sqrt(n)) on a quantum computer (Grover's algorithm). To get better results, the problem has to have some special property that is amenable to encoding in a quantum system (the quantum Fourier transform in the case of Shor's algorithm).
For now, it seems that quantum computers won't help with NP-complete problems.
Quantum Computers already exist...
http://www.dwavesys.com/d-wave-two-system
Perhaps TFA could be more specific on what aspect this changes.
Here's a presentation on the topic by Scott Aaronson, a computer scientists at MIT: http://www.scottaaronson.com/t...
I may misunderstand this -- my quantum physics are hazy at best -- but I am under the impression that "brute force" isn't the leverage that quantum computing will apply to the problem.
Can anyone who actually understands what a quantum computer could do give us (ok, me) a lesson on the nature of the threat to encryption?
I've fallen off your lawn, and I can't get up.
Hi everyone,
If you don't have a subscription to Nature, you download a copy of the preprint from arxiv.org at this link.
http://arxiv.org/pdf/1411.5760.pdf
Enjoy! This is great Science. Even without the really cool Quantum effects, this technology has potentially far higher logic densities than CMOS.
The original Xbox's 2048-bit RSA key and I have some unfinished business from more than a decade ago.
"Screw Sun, cross-platform will never work. Let's move on and steal the Java language." - Visual J++ Product Manager
No more locked bootloaders like Secure Boot or iBoot.
"Screw Sun, cross-platform will never work. Let's move on and steal the Java language." - Visual J++ Product Manager
http://www.engineering.unsw.ed... http://www.cqc2t.org/research And the patent docs https://register.epo.org/appli...
Imagine a Beowulf cluster of these! Sorry, been wanting to say that for years ...
Sorry, but every time I dig into this, it seems to reduce to a complicated version of trying to get something out of a balanced system which won't budge due to the Laws of Reality.
If you could just get one of those fridge magnets to turn off for half the engine cycle, you could build a truly awesome car! But fridge magnets don't give free lunches.
Similarly, if try to pull a measurement out of your q-bit, it stops being in super position and just becomes another dumb binary switch.
Solving a problem is the same as trying to sneak an observation of particles acting as waves.
If your quantum computer solves a problem, an encryption riddle, for instance, then that proves its q-bits were in superposition, which instantly means they weren't.
I thought the double slit experiment adequately demonstrated this.
I suspect that the only solutions to this reality gridlock can be found by the likes of Douglas Adams. Though, spending billions of dollars and hundreds of thousands of research hours on the problem is pretty close to the kind of narrative Douglas Adams enjoyed telling.
How many moons do you need to make an effective cluster?
I should use this sig to advertise my book ISBN-13 : 978-1501515132.