Does blackhole merging break their event horizon segregation?

Question

So far as I know, if we have 2 blackholes A and B, both having their own event horizons, then what's inside the event horizon of A remains completely unknown to us, and same for what's inside the event horizon of B.

Now, suppose A and B coalesce (merge). So we now have a single blackhole C, with its own new event horizon.

This would mean that what was inside the event horizon of A now "knows" what is inside the event horizon of B. Would this mean that all event horizons of all blackholes are actually "linkable" together since they might all merge at some point?

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Edit: After watching the suggested video, I can try rewording the question:

Suppose Alice and Bob are outside blackholes A and B.

Alice jumps into blackhole A, and Bob jumps into blackhole B.

Bob never sees Alice crossing the event horizon (according to the video below; it's the same Bob than in the video: he cannot see Alice crossing the event horizon until "t=infinity"), but Bob crosses the event horizon of blackhole B (not part of the video).

Let's say that the two blackholes are also falling to one another so let's say they are "now" (that concept is probably misplaced) merging. So the two event horizons now become one.

Are Alice and Bob reunited despite Bob never seeing Alice cross the event horizon of A? How would such situation (2 blackholes) be drawn using the diagram in the video in answer below?

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This might be related to Do black hole singularities actually merge? and What happens to the information on the event horizons of two merging black holes? but I'm unable to get my answer from there... but I'm only a computer engineer, I'm not a physicist, so the answer might be lying there and I don't see it.

Answer 1

We're also not physicians, not even Astrophysicians, but we're physicists.

One of the more famous physicists, Leonard Susskind, discusses in his excellent youtube lecture series on general relativity (I believe it was episode 7, which I've linked) that during a black hole merger the Schwarzschild surface (not a sphere anymore) deforms and 'comes out to get you'.

Otherwise one would run into the problem that early research into black holes had, when they were still called Collapsars. This problem was that a Collapsar would eternally collapse due to the gravitational time dilation and never actually form a Schwarzschild radius that the static solutions indicate should exist. Then also, black holes could never merge.

But this problem has been solved with the realization that the Horizon deforms during a merger. The Horizons themselves then merge, and A and B come into causal contact.

Answer 2

At the moment that two black hole interiors merge into one, there's a bridge between the event horizons, as you can see in simulations like this one (20 second silent YouTube video).

While it may look like the protrusions on the event horizons form shortly before the merge, they're actually present (though very small) all the way back to the formation of the horizons. Event horizons "know" which mergers will happen. This is possible because they're defined by reference to a future singularity, not by anything that could be measured locally.

The spacetime diagram of the merging event horizons is shaped like a pair of pants. The points at the end of the protrusions form the inseam of the pants (that's standard terminology, not my invention). The inseam is spacelike. It's possible to pick a foliation of spacetime in which the whole inseam appears before any other part of the horizon/interior, or in which the crotch appears first followed by the legs. In these foliations, there is always only one connected interior region. So it's not objectively (general-covariantly) true that there were ever two separate black holes.

As far as I know, the singularities of the black holes can't be clearly distinguished either. The singularity of realistic black holes is spacelike, so it can't have different states before and after a merger.

Answer 3

The big unjustified assumption is that, once Bob and Alice are both in the "merged hole" they can "see" eachother.

As between the outside and inside of a BH, there is a reversal of roles of the time and radial dimensions. What was time outside becomes space inside and the radial dimension inside is the new time dimension

So you have to ask many more questions like " Are there electrons, neutrons and protons inside a BH?"

" Are Alice and Bob therefore still "matter" inside a BH, and from whose perspective?"

"Is there light and other electromagnetic propagation inside?"

I can't answer what becomes of an object falling into a BH although I have a suspicion that the whole idea of "falling in" is fallatious , but I can answer this: If the BH is big enough so that the fall time to the center is longer than the age of our universe, then there can not only exist laws of physics like our own inside ( based on swapping r snd t with an appropriate tensor transformation) but also the internal universe would apparently be an expanding one starting with a Big Bang at the event horizon and ending with The Big Rip at the center.