The Weeping Angels apparently originated with Steven Moffat seeing a statue of a weeping angel in a structure in a cemetery and returning later to find out it was gone. At least according to this RadioTimes article. They first appeared in 2007 in the episode Blink.
I am wondering if this mechanic has been done before though?
It’s become quite common in the indie horror scene.
In the 2007 video game Sherlock Holmes: Nemesis Watson would not move if in the player’s view but would teleport behind the protagonist when given the opportunity. A video of it can be found here.
Considering this could be an easy place holder for developers or a way to get around programming walking animations all together I’m surprised no one took the idea and ran with it before then.
All that said it could have been used in books or movies. Maybe a twist on some other vision-centric myth like Medusa or Orpheus and Eurydice?
“Observation” in quantum mechanics doesn’t mean a person looking at them, it means taking a measurement, which involves interacting with the particles somehow. It’s that interaction that causes the particles to behave differently. In other words, photons behave as a wave (moving according to a wave function) until another particle interacts with them, at which point they behave as a particle (moving in a straight line). See the various different double slit experiments for evidence of this.
I thought the delayed choice quantum erasure experiment showed it wasn’t the act of measurement that collapses the wave, but rather it depends on whether the information regarding its path was retrievable or not.
Yeah, I guess in my statement I should have said “unless” instead of “until”, because it’s not time dependent. But it’s still the act of measurement, not the act of a conscious person looking at that measurement, that causes the collapse of the wave function.
That’s not the case here; when particles are measured and the which path information is erased/nonrecoverable it remains a wave:
That may not be the correct way of saying it. You can equally explain the data by phrasing it, “when the photon remains a wave, the which path information is nonrecoverable.”
But more importantly, you will get the same results regardless of whether a human being is there to observe it. It’s the detection of the photon (by way of interacting with the photon detector) that matters, not whether there is a person there to observe the detection.