Does it make sense to speak about the Grandfather paradox in QM?

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Discussion Overview

The discussion revolves around the Grandfather paradox in the context of quantum mechanics (QM), exploring whether it is meaningful to consider this paradox given the probabilistic nature of QM. Participants engage in thought experiments regarding time travel and its implications within QM, questioning the deterministic assumptions typically associated with classical physics.

Discussion Character

  • Exploratory
  • Debate/contested
  • Conceptual clarification

Main Points Raised

  • One participant suggests that since QM is not deterministic, moving back in time should also be probabilistic, leading to the possibility of ending up in a different state (C) rather than the original state (A).
  • This participant argues that the Grandfather paradox may not exist in a QM framework, or if it does, it would have a very low probability of occurring.
  • Another participant references research on closed-timelike curves in QM, indicating that there are theoretical frameworks that might allow for time travel.
  • A different participant challenges the validity of thought experiments that assume time travel is possible, emphasizing that such scenarios must adhere to the laws of physics.
  • This participant also contends that the measurement process in QM is not time symmetric, arguing against the idea that moving back in time could yield multiple possibilities as it does before a measurement.

Areas of Agreement / Disagreement

Participants express differing views on the implications of QM for the Grandfather paradox, with some proposing that it may not exist while others challenge the assumptions underlying such claims. The discussion remains unresolved, with multiple competing perspectives present.

Contextual Notes

Participants highlight the need to consider the laws of physics when discussing time travel and the implications of QM, indicating that assumptions about time travel may not align with established physical theories.

jordi
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Since QM is not deterministic, the future state B is not determined by the previous state A (at time A, B was only a possibility, not a certainty).

Then, when we are at time B, and assuming we could move back in time (of course, we cannot do that, but let us make a Gedankenexperiment), it just makes sense that moving back in time should also be probabilistic, not deterministic.

So, with a high probability, if we could move back in time, we would not end up in state A, but in state C (whatever it is).

Only a big coincidence could result in C having the grandfather alive (most possible states would be with no grandfather whatsoever).

So, if we use QM as a framework, the Grandfather paradox does not exist (or it could exist, but with an exceedingly small probability).

In fact, here one could ask: what does going back in time means in QM, if we do not end up in the "original" A state? Wouldn't this evolution towards the past analogous to (another) dynamics into the future? Which experiments could be done to really be sure we had gone back in time?
 
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jordi said:
when we are at time B, and assuming we could move back in time (of course, we cannot do that, but let us make a Gedankenexperiment)
You can't make a valid thought experiment that violates the laws of physics. So you can't just wave your hands and assume "we could move back in time". You have to figure out if the laws of physics allow such a thing. @PeroK referred to one way that the laws of physics might allow it, namely closed timelike curves; but most physicists do not believe closed timelike curves can actually exist, since the mathematical solutions in relativity that include them have properties that most physicists think are physically impossible.

jordi said:
it just makes sense that moving back in time should also be probabilistic, not deterministic.
No, it doesn't, because measurement in QM, at least as it is handled in the basic math, is not time symmetric. (What various QM interpretations say about this is another question, discussion of which belongs in the QM interpretations forum.) You have multiple possibilities before a measurement, but only one of them is observed to happen. There is no "backward in time" analogue in QM where you have multiple possibilities after a measurement but only one before.
 

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