Understanding the 5 DiVincenzo Criteria for a Scalable Quantum Computer

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It is unlikely that the original poster is still in need of the information. In summary, the 5 DiVincenzo Criteria for a scalable Quantum Computer are: 1) Scalable physical system with well-characterized qubits, 2) Ability to initialize the state of the qubits to a simple fiducial state, 3) Long coherence time, 4) Universal set of quantum gates, and 5) High-fidelity qubit state measurement. A good resource for more information is the book "Quantum Computing and Linear Algebra" by Mikio Nakahara.
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G01
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Hey everyone,

Does anyone know the 5 DiVincenzo Criteria for a scalable Quantum Computer?

I am writing a paper, and can't seem to find a good link containing all of them.

Thanks
 
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Start here: "[URL State Quantum Computing
[/URL]
 
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Thanks a lot Doc Al!
 
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G01 said:
Hey everyone,

Does anyone know the 5 DiVincenzo Criteria for a scalable Quantum Computer?

I am writing a paper, and can't seem to find a good link containing all of them.

Thanks

hi
there are many paper and link about 5 Di Vincenzo for scalable quantum computer.you can refer to Quantum computing and Linear algebra by Mikio Nakahara. in this book is also discussed about two other criteria.
 
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Realize that you are replying to a post made over three years ago.
 

Related to Understanding the 5 DiVincenzo Criteria for a Scalable Quantum Computer

What are the 5 DiVincenzo Criteria for a Scalable Quantum Computer?

The 5 DiVincenzo Criteria for a Scalable Quantum Computer are:
1. A scalable physical system with well-characterized qubits
2. The ability to initialize the qubits to a known state
3. Long coherence times
4. Universal set of quantum gates
5. High-fidelity qubit measurements

How do these criteria contribute to the development of a scalable quantum computer?

These criteria are essential for the development of a scalable quantum computer because they address key challenges in creating and maintaining a reliable quantum computing system. A scalable physical system with well-characterized qubits allows for the construction of larger and more complex quantum computers. The ability to initialize and measure qubits accurately is crucial for performing quantum operations and obtaining accurate results. Long coherence times are necessary for preventing errors in quantum computations. A universal set of quantum gates allows for the implementation of any quantum algorithm, while high-fidelity qubit measurements ensure the accuracy of the final results.

What is the significance of the DiVincenzo Criteria in quantum computing research?

The DiVincenzo Criteria serve as a framework for evaluating the progress and success of quantum computing research. They provide clear guidelines for researchers to follow in order to achieve a scalable quantum computer. By addressing key challenges in quantum computing, these criteria have helped guide the development of more efficient and reliable quantum computers.

Are there any challenges in meeting these criteria?

Yes, there are several challenges in meeting these criteria, as they require a high level of control and precision in manipulating and measuring individual qubits. One of the main challenges is maintaining long coherence times, as qubits are constantly interacting with their environment and are prone to errors. Another challenge is scaling up the physical system while maintaining the same level of control and accuracy. Researchers are continuously working on developing new techniques and technologies to overcome these challenges.

How close are we to achieving a scalable quantum computer based on these criteria?

While significant progress has been made in meeting these criteria, we are still far from achieving a fully scalable quantum computer. Many research groups and companies are actively working on different approaches to address these challenges and move closer to a scalable quantum computing system. However, it is difficult to predict when these criteria will be fully met, and the development of a practical, large-scale quantum computer remains a major goal and challenge in the field of quantum computing.

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