Discussion Overview
The discussion revolves around the relationship between classical electromagnetism (EM) and quantum mechanics (QM), particularly focusing on the concepts of locality and non-locality in these frameworks. Participants explore how EM can be reconciled with QM and the implications of Bell's theorem on these theories.
Discussion Character
- Debate/contested
- Technical explanation
- Conceptual clarification
Main Points Raised
- Some participants assert that quantum mechanics is non-local, while others challenge this notion, suggesting that standard QM is based on Galilean transformations which are local.
- It is proposed that EM is local because it can be derived from special relativity (SR) and is based on Coulomb's law.
- Participants discuss the cluster decomposition property in quantum field theory (QFT) and its implications for locality, noting that it excludes correlations from its definition of locality.
- Some argue that the nature of correlations in Bell-type experiments complicates the discussion of locality, suggesting that the question of locality may not apply to correlated systems.
- Different types of locality are mentioned, including signal locality and Bell locality, with some participants explaining that signal locality does not involve correlations, while Bell non-locality relates to the violation of Bell inequalities.
- There is a suggestion that if Bell had used different terminology, many discussions surrounding his theorem might not exist, raising questions about the clarity of terms like local and non-local.
- One participant questions the existence of a hypothetical signal that could communicate without traveling through space, while still obeying the principles of SR.
Areas of Agreement / Disagreement
Participants express differing views on the nature of locality and non-locality in quantum mechanics and electromagnetism. There is no consensus on whether EM can be considered non-local or how to interpret the implications of Bell's theorem.
Contextual Notes
Participants note that the definitions of locality and non-locality can vary, and the discussion involves complex interpretations of quantum mechanics and electromagnetism that may depend on specific assumptions or definitions.