Discussion Overview
The discussion revolves around the topic of coincidence counting in Bell experiments, focusing on the detection of single photons, the handling of no-hits, and the implications for demonstrating violations of Bell inequalities. Participants explore the technical aspects of photon detection and the assumptions involved in the experimental setup.
Discussion Character
- Technical explanation
- Debate/contested
- Mathematical reasoning
Main Points Raised
- Some participants note that there are single photons produced that are not entangled, and these detections are typically discarded. One participant mentions that about 1% of detections result in coincidences.
- It is discussed that the pairing of hits in the experiment is managed by creating a time window, which balances the need for coincidences against the risk of including non-entangled photons.
- One participant questions whether only coincidences, corrected for false hits, are sufficient to demonstrate the violation of the Bell inequality, referencing a proof based on the full outcome space.
- Another participant expresses an assumption that the source produces photons in pairs, but acknowledges potential issues with signal loss and detection efficiency, citing a specific experiment with a reported detection efficiency of 5%.
- The fair sampling assumption is mentioned as a method to address the handling of no-hits, suggesting that the detected photon sample is representative of the overall sample after passing through the polarizer.
Areas of Agreement / Disagreement
Participants express differing views on the handling of single photons and no-hits, with some agreeing on the use of the fair sampling assumption while others raise questions about its implications. The discussion remains unresolved regarding the sufficiency of coincidences for demonstrating Bell inequality violations.
Contextual Notes
Limitations include assumptions about the production of photon pairs, the impact of detection efficiency, and the implications of the fair sampling assumption on the applicability of Bell inequalities.