- #1
Varon
- 548
- 1
In Quantum Mechanics, there are measurement problems and you have many interpretations like Copenhagen, Many Worlds, de Broglie/Bohm mechanics, etc. Are there also measurement problems in Einstein Special Relativity for instance? Can't we consider the following:
Spacetime in Relativity is like Hilbert Space in QM.
In QM, you have the problem of how definite outcomes or collapse from Hilbert Space occurs.
In SR, maybe the equivalent is how "the "observer" who is forced by his concept of "now" to create a coordinate system separating experience into space and time."? I got this idea from our poster Rap. According to him:
"I think there is a measurement problem, even in special relativity. Special relativity presents a bunch of particles, world lines, etc. which exist in a "frozen" spacetime, and puts constraints on the spacetime geometry of these world lines. Then comes the "observer" who is forced by his concept of "now" to create a coordinate system separating experience into space and time. To predict your or any other observer's experience, move yourself or the hypothetical observer along their world line at the speed of light. This whole measurement scenario brings in elements outside of special relativity, including the vague idea of "consciousness", similar to the situation in QM. How can there be "motion" when time has been subsumed into spacetime?
Also, what if we carry the "Wigner's friend" problem to SR? We conclude that the observer we are observing has no "choice", their development in time is determined. Do I, the outside observer, have choice then? This is "Laplace's demon" which exists in classical physics as well. Is there a counterfactual definiteness problem in SR, ignoring QM?"
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What do you think? If you don't think there is any measurement problem in SR unlike QM. State your reasons why. Also please elaborate if you think there is also measurement problem in SR. Thanks.
Spacetime in Relativity is like Hilbert Space in QM.
In QM, you have the problem of how definite outcomes or collapse from Hilbert Space occurs.
In SR, maybe the equivalent is how "the "observer" who is forced by his concept of "now" to create a coordinate system separating experience into space and time."? I got this idea from our poster Rap. According to him:
"I think there is a measurement problem, even in special relativity. Special relativity presents a bunch of particles, world lines, etc. which exist in a "frozen" spacetime, and puts constraints on the spacetime geometry of these world lines. Then comes the "observer" who is forced by his concept of "now" to create a coordinate system separating experience into space and time. To predict your or any other observer's experience, move yourself or the hypothetical observer along their world line at the speed of light. This whole measurement scenario brings in elements outside of special relativity, including the vague idea of "consciousness", similar to the situation in QM. How can there be "motion" when time has been subsumed into spacetime?
Also, what if we carry the "Wigner's friend" problem to SR? We conclude that the observer we are observing has no "choice", their development in time is determined. Do I, the outside observer, have choice then? This is "Laplace's demon" which exists in classical physics as well. Is there a counterfactual definiteness problem in SR, ignoring QM?"
~~~~~~~~~~~~~~~~~~~
What do you think? If you don't think there is any measurement problem in SR unlike QM. State your reasons why. Also please elaborate if you think there is also measurement problem in SR. Thanks.