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Google’s New Quantum Processor named Bristlecone

'Quantum supremacy will soon be ours!', says Google as it reveals 72-qubit quantum chip

 

The goal of the Google Quantum AI lab is to build a quantum computer that can be used to solve real-world problems. Our strategy is to explore near-term applications using systems that are forward compatible to a large-scale universal error-corrected quantum computer. In order for a quantum processor to be able to run algorithms beyond the scope of classical simulations, it requires not only a large number of qubits. Crucially, the processor must also have low error rates on readout and logical operations, such as single and two-qubit gates. Today we presented Bristlecone, our new quantum processor, at the annual American Physical Society meeting in Los Angeles. The purpose of this gate-based superconducting system is to provide a testbed for research into system error rates and scalability of our qubit technology, as well as applications in quantum simulation, optimization, and machine learning.

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Bristlecone is Google’s newest quantum processor (left). On the right is a cartoon of the device: each “X” represents a qubit, with nearest neighbor connectivity.

The guiding design principle for this device is to preserve the underlying physics of our previous 9-qubit linear array technology1, 2, which demonstrated low error rates for readout (1%), single-qubit gates (0.1%) and most importantly two-qubit gates (0.6%) as our best result. This device uses the same scheme for coupling, control, and readout, but is scaled to a square array of 72 qubits. We chose a device of this size to be able to demonstrate quantum supremacy in the future, investigate first and second order error-correction using the surface code, and to facilitate quantum algorithm development on actual hardware.

 
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2D conceptual chart showing the relationship between error rate and number of qubits. The intended research direction of the Quantum AI Lab is shown in red, where we hope to access near-term applications on the road to building an error corrected quantum computer.

Before investigating specific applications, it is important to quantify a quantum processor’s capabilities. Our theory team has developed a benchmarking tool for exactly this task. We can assign a single system error by applying random quantum circuits to the device and checking the sampled output distribution against a classical simulation. If a quantum processor can be operated with low enough error, it would be able to outperform a classical supercomputer on a well-defined computer science problem, an achievement known as quantum supremacy. These random circuits must be large in both number of qubits as well as computational length (depth). Although no one has achieved this goal yet, we calculate quantum supremacy can be comfortably demonstrated with 49 qubits, a circuit depth exceeding 40, and a two-qubit error below 0.5%. We believe the experimental demonstration of a quantum processor outperforming a supercomputer would be a watershed moment for our field, and remains one of our key objectives.

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A Bristlecone chip being installed by Research Scientist Marissa Giustina at the Quantum AI Lab in Santa Barbara

We are looking to achieve similar performance to the best error rates of the 9-qubit device, but now across all 72 qubits of Bristlecone. We believe Bristlecone would then be a compelling proof-of-principle for building larger scale quantum computers. Operating a device such as Bristlecone at low system error requires harmony between a full stack of technology ranging from software and control electronics to the processor itself. Getting this right requires careful systems engineering over several iterations. We are cautiously optimistic that quantum supremacy can be achieved with Bristlecone, and feel that learning to build and operate devices at this level of performance is an exciting challenge! We look forward to sharing the results and allowing collaborators to run experiments in the future.

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google makes processors?

world dominations!

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12 minutes ago, germgoatz said:

but can it run crysis?

Funnily enough, the answer is no cos it's not using x86-64 let alone binary.

Judge a product on its own merits AND the company that made it.

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so how fast does it mine bitcoin?

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22 minutes ago, bcredeur97 said:

so how fast does it mine bitcoin?

Assuming that someone has written a bitcoin miner for a quantum computer, it wouldn't b very fast.

Quantum computers won't be that much better than traditional computers for hashes.

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3 minutes ago, LAwLz said:

Assuming that someone has written a bitcoin miner for a quantum computer, it wouldn't b very fast.

Quantum computers won't be that much better than traditional computers for hashes.

I was joking. But yeah I figured.

It is really neat though, even though I don't really understand them quite yet

"If a Lobster is a fish because it moves by jumping, then a kangaroo is a bird" - Admiral Paulo de Castro Moreira da Silva

"There is nothing more difficult than fixing something that isn't all the way broken yet." - Author Unknown

Spoiler

Intel Core i7-3960X @ 4.6 GHz - Asus P9X79WS/IPMI - 12GB DDR3-1600 quad-channel - EVGA GTX 1080ti SC - Fractal Design Define R5 - 500GB Crucial MX200 - NH-D15 - Logitech G710+ - Mionix Naos 7000 - Sennheiser PC350 w/Topping VX-1

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2 hours ago, LAwLz said:
2 hours ago, bcredeur97 said:

so how fast does it mine bitcoin?

Assuming that someone has written a bitcoin miner for a quantum computer, it wouldn't b very fast.

Quantum computers won't be that much better than traditional computers for hashes.

Uh, actually, It could break the market, as quantum computers can do some serious shit to cryptography, such as fast prime factoring, and there might be a quantum algorithm that just finds correct numbers for bitcoin

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37 minutes ago, ignaloidas said:

Uh, actually, It could break the market, as quantum computers can do some serious shit to cryptography, such as fast prime factoring, and there might be a quantum algorithm that just finds correct numbers for bitcoin

This? No. What you're talking about is high qubit general purpose quantum computers. Those do not exist yet. You'd be looking at thousands or tens of thousands of qubits before that becomes a concern. There's a reason why the major players still aren't really pushing to replace TLS with quantum-resistant algorithms.

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1 hour ago, ignaloidas said:

Uh, actually, It could break the market, as quantum computers can do some serious shit to cryptography, such as fast prime factoring, and there might be a quantum algorithm that just finds correct numbers for bitcoin

Quantum computers are good at certain types of computations, such as factorization.

Now, I don't know much about mining because it has never interested me, but from what I know it works by computing SHA2 hashes, correct? Maybe I am misunderstanding how SHA is used in Bitcoins but for inverting or finding collisions, quantum computers are nothing special. Traditional computers are not far off, and significantly cheaper.

Or as this paper puts it:

Quote

Many  authors  have  claimed  that  quantum  computers  will  have  an impact on the complexity of hash collisions, reducing time 2b/2 to time 2b/3. In fact, time 2b/3 had already been achieved by non-quantum machines of size just 2b/6, and smaller time 2b/4 had already been achieved by non-quantum machines of size 2b/4. Anyone afraid of quantum hash-collision  algorithms  already  has  much  more  to  fear  from  non-quantum hash-collision algorithms.

 

 

Or as this paper puts it (page 7 in the PDF), with a 4.4 million qubit quantum computer running at 66.7MHz, you would get a hash rate of 13.8GH/s.

The Antminer S9 gets 14TH/s.

 

 

As the same paper explains, if you want to use a quantum computer to attack bitcoins then you're better off looking for transactions to be broadcasted, attack the secret key (which uses the ECDSA, something that is vulnerable to quantum computers) and then broadcast a new transaction using the same address before the original transaction has ended up in the blockchain.

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