DCQE - walborn/yoon do it one way only

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In summary, the experiments first use the which-way method on the s-photon and then use an eraser on the p-photon after it has been registered on the detector. This results in an interference pattern through pairing from the coincidence counter. However, if we do not use the which-way method on the s-photon and instead use a marker on the p-photon after it has been registered, the outcome is uncertain. The Walborn paper discusses this phenomenon in more detail, and the Yoon paper also offers further insight. The question remains, how can the blank spaces in the interference pattern be filled when sub-sampling is used on the s-photon? This is a question for Cthuga or Spectracat to answer, as
  • #1
San K
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the experiements first do which-way on the s-photon
and then use eraser on the p-photon (after s has been registered on the detector)
and then get interference pattern (via pairing from coincidence counter)

now let’s say we do no-which-way on the s-photon
and then use marker on the p-photon (after s has been registered on the detector)

what, do you predict, we will get?


the walborn paper is here --> http://arxiv.org/abs/quant-ph/0106078

and summary discussion of walborn paper is here --> http://grad.physics.sunysb.edu/~amarch/

the yoon paper is here ---> http://arxiv.org/abs/quant-ph/9903047
 
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  • #2
Well, the ordering certainly does not matter.
 
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DrChinese said:
Well, the ordering certainly does not matter.

Dr Chinese...your short, precise and clear answers are very good/helpful…..

now taking it further...if with s-photons we do no-which-way then we get interference pattern...
now interference pattern have empty/blank space between them...

so now when we do which-way on p-photon (after the s-photon has registered at the detector)...even if we sub-sample (the s-photon interference pattern)...how can the blank/empty/sparsely-populated "bands" now fill up to show no-interference pattern?

this question is more for Cthuga/spectracat...because I am not sure if you subscribe to the sub-sampling arguments to explain the DCQE...
 
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1. What does DCQE stand for?

DCQE stands for Differential Collaborative Quantum Evolution.

2. Who are Walborn and Yoon?

Walborn and Yoon are the scientists who developed the DCQE method. Dr. Walborn is a physicist at the Universidade Federal do Rio Grande do Sul in Brazil, and Dr. Yoon is a physicist at the Korea Advanced Institute of Science and Technology (KAIST) in South Korea.

3. What is the purpose of DCQE?

The purpose of DCQE is to efficiently and accurately simulate quantum systems by combining classical and quantum algorithms. It is particularly useful for simulating large and complex systems that are difficult to model with traditional classical methods.

4. How does DCQE work?

DCQE uses a hybrid approach that combines classical and quantum algorithms to solve the Schrödinger equation, which describes the behavior of quantum systems. It uses a classical computer to control and optimize the quantum computer, which performs the actual calculations.

5. What sets DCQE apart from other quantum computing methods?

DCQE is unique in that it combines classical and quantum algorithms in a collaborative way to solve problems. This allows for more efficient and accurate simulations of quantum systems compared to traditional methods. Additionally, DCQE can handle larger and more complex systems, making it a promising method for future quantum computing applications.

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