A question about interferometry (Zeilinger paper)

In summary, the conversation revolves around the topic of detectors and their detections in relation to the formula given by the author in the paper being read. The four detectors mentioned are D1, D2, D3, and D4, and it is stated that the output of a detector can indicate the absorption of photons. The formula P13 = (1 + cos x)/2 is mentioned and it is suggested that it can be obtained by conducting experiments, though it is not clear if there is a theoretical derivation. The state D1 tensor D3 is also mentioned, with the suggestion that it refers to detection by both D1 and D3.
  • #1
naima
Gold Member
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Hi all,

I am reading this Zeilinger http://www.univie.ac.at/qfp/publications3/pdffiles/1996-04.pdf
Look at fig 1. There are four detectors D1 D2 D3 and D4.
When one of these detectors click, what does it mean? what is the state it detects?

The author gives a formula in the first page. P13 = (1 + cos x)/2.
how can we get it and what is the state D1 tensor D3?
Thanks.
 
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  • #2
naima said:
Look at fig 1. There are four detectors D1 D2 D3 and D4.
When one of these detectors click, what does it mean? what is the state it detects?

I don't know if there is a click but from the output of a detector you can tell that one or more photons were absorbed by the detector.

naima said:
The author gives a formula in the first page. P13 = (1 + cos x)/2.
how can we get it

They can get it by doing the experiment. I don't know if there is a theory where it can be derived from.

naima said:
what is the state D1 tensor D3?

Detection by both D1 and D3. I'm not sure if ^ denotes tensor in the paper.
 
Last edited:

1. What is interferometry?

Interferometry is a technique used in scientific research to measure the properties of waves, such as light or sound, by analyzing how they interfere with each other. It is commonly used in fields such as astronomy, optics, and quantum mechanics.

2. What is the Zeilinger paper about?

The Zeilinger paper, titled "Interferometry Beyond the Limits of Standard Quantum Limits", discusses the use of interferometry in quantum mechanics to achieve measurements with higher precision than previously thought possible. It also explores the potential applications of this technique in quantum technologies.

3. How is interferometry used in quantum mechanics?

In quantum mechanics, interferometry is used to measure the properties of quantum systems, such as the position or momentum of a particle, by observing how they interfere with each other. This allows for more precise measurements and can provide insights into the fundamental principles of quantum mechanics.

4. What are the limitations of standard quantum limits?

Standard quantum limits refer to the theoretical limits of precision in measurements set by Heisenberg's uncertainty principle. This principle states that it is impossible to know both the position and momentum of a particle with absolute certainty. However, interferometry techniques can surpass these limits and achieve higher precision measurements.

5. What are some potential applications of interferometry beyond standard quantum limits?

Interferometry beyond standard quantum limits has potential applications in quantum computing, quantum communication, and quantum metrology. It can also be used to study and manipulate quantum systems, leading to advancements in fields such as quantum biology and quantum sensing.

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