Elegant use of noise for quantum computing

Editors' notes This article has been reviewed according to Science X's editorial process and policies. Editors have highlighted the following attributes while ensuring the content's credibility: fact-checked trusted source proofread by Niels Bohr Institute The biggest challenge in the development of the quantum computer consists of the magnetic and electrical noise that disturbs the quantum effect

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Editors’ notes

This article has been reviewed according to Science X’s
editorial process
and policies.
Editors have highlighted
the following attributes while ensuring the content’s credibility:

fact-checked

trusted source

proofread

by Niels Bohr Institute

The biggest challenge in the development of the quantum computer consists of the magnetic and electrical noise that disturbs the quantum effect, and therefore the processor QPU (Quantum Processing Unit) is cooled down to the lowest possible temperature just above the absolute zero point of -273 degrees. This happens in the cryostat, which can be seen in the picture. The processor is located at the bottom of the cryostat. Credit: Ola J. Joensen, NBI

Scientists around the world work hard to rinse quantum systems for noise, which may disturb the function of tomorrow’s powerful quantum computers. Researchers from the Niels Bohr Institute (NBI) have found a way to use noise to process quantum information. This raises the performance of the quantum computing unit, the qubit.

An led by scientists at the Niels Bohr Institute (NBI), University of Copenhagen, has demonstrated an alternative approach. Their method allows to use noise to process quantum information. As a result, the performance of the fundamental quantum computing unit of information, the qubit, is increased by 700%.

These results are published in the journal Nature Communications.

“Avoiding noise in quantum systems has proven difficult, since almost any change in the environment can spoil things. For instance, your system may be operating at a given magnetic or , and if that field changes just slightly the fall apart.

“We suggest a completely different approach. Instead of getting rid of noise, we use continuous real-time noise surveillance and adapt the system as changes in the environment happen,” says Ph.D. Researcher at NBI Fabrizio Berritta, lead author on the study.

The new approach is possible thanks to recent developments in several high-tech fields.

“Previously, say 20 years ago, it would have been possible to visualize the fluctuations after the experiment, but it would have been too slow to utilize this information during the actual experiment. We use FPGA [field-programable-gate-array] technology to get the measurements in real time. And further, we use machine learning to speed up the analysis,” explains Berritta.

“The whole idea is to get the measurements and do the analysis in the same microprocessor that adjusts the system in real time. Else, the scheme would not be fast enough for quantum computing applications.”

Hexbyte Glen Cove Quantum properties add value

In present computing, the basic unit of transferable information, known as the bit, is tied to the charge of electrons. It can have only one of two values, one or zero—either there are electrons or there are not. The corresponding unit—known as the qubit—will be able to assume more than two values.

The amount of information contained per qubit will increase exponentially with the number of quantum properties one is able to control, perhaps resulting in computers that are mind-blowingly more powerful than conventional computers one day.

One cornerstone of quantum mechanics is for the to not just have a mass and a charge but also a spin. Another key term is entanglement. Here, two or more particles interact in such a way that the quantum state of a single particle cannot be described independently of the state of the other(s).

The protocol behind the new findings integrates a singlet-triplet spin qubit implemented in a double quantum dot with FPGA-powered qubit controllers. The qubit involves two electrons, with the states of both electrons entangled.



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