- #36
harrylin
- 3,875
- 93
Right. A few years ago I was also riddled about such "quantum eraser" experiments (I hope that that's indeed the same type of experiments but with a different label); and as I didn't find an answer I asked my office mate who had to get more credits for his PhD to choose a QM course so that he could explain it to me (he's very smart and I was lazy).Demystifier said:I believe now I finally understood the reason why so many physicists are puzzled by the delayed choice. Let me share it with you.
The origin is in the fact that such experiments are closely related to the so-called "WHICH WAY" experiments. The name of such experiments suggests that they really measure the way along which the particle travels. So, naive physicists are inclined to think that the particle chooses only one path (through only one of the slits) in these experiments, and therefore that there cannot be any interference effect. From that, it is easy to get a paradox and conclude that there must be a change-of-the-past involved.
But this, of course, is wrong. The so-called "which way" experiments do NOT really measure the way along which the particle travels. Indeed, these experiments only measure the FINAL particle position at the detector, from which the rest of the particle's "path" is RECONSTRUCTED, rather then really measured. Moreover, this reconstruction is based on a naive classical reasoning about motion of particles [..] - it is completely unjustified. [..] all these interpretations agree that there is a wave function traveling through BOTH slits (even though they disagree on what this wave function actually is), which is ultimately why the interference is possible.
To conclude, [..] They are just misleadingly called so.
His explanation was similar to your point 4 as well as your statements here above; if I correctly recall it, we can after-the-fact select a part of the interference data, and the pattern that we then observe simply depends on our selection.
I remember having seen one paper in which this was even clear by just looking at the plots, but I forgot which one.
Last edited: