It sounds like you are talking about the EPR experiment.
EPR stands for Einstein, Podolsky, and Rosen, three scientists who came up with a thought experiment that made QM seem absurd. The idea is that if two particles are part of a single quantum state, that no matter how far apart they get they are still related in a fundamental way. It turns out if you do the experiment, they are right - QM is far stranger than fiction.
For example, if you shoot a certain kind of photon at a certain type of crystal, there is a chance that the photon is split into two lower energy photons that are related in that their polarizations are the same. [sub]for pedants: or opposite. Doesn’t matter for my example.[/sub] Polarization is just a property a photon can have, and it is defined by a direction like ‘up-down’, or ‘left-right’, or at some angle.
When you measure the polarization of a photon, you can’t know its exact polarization before measuring, but you force the photon into a polarized state. This is kind of tricky, so I’ll try to explain carefully. What happens is that if a photon is polarized like this “/” (half way between up-down and left-right), and you measure for ‘left-right’ polarization, you have a 50/50 chance of the photon being polarized ‘left-right’ or ‘up-down’ when it comes out of the machine. But, you also have a 100 percent chance of measuring ‘left-right’ if it was ‘left-right’ to start with. You don’t know what it was before you measured just because you see ‘left-right’ on your polariz-o-meter, but you do know it is now definitely ‘left-right’.
Anyway, if you get these two photons and they travel apart for a while, they are still ‘entangled’ - meaning if they haven’t interacted with anything else their polarizations are still the same. So, after a while, you measure their polarizations at exactly the same time, and BANG they are the same. If one is left-right, they both are. If one is not, neither are. Well, how did that happen? If they were at some funky angle, and we’re measuring left-right, shouldn’t they sometimes be different? That is, say a photon has a 50-50 chance of getting through. Shouldn’t half the time the other photon ‘choose’ differently (or ‘lose the coin toss’)? Instead, they are always the same.
So, how DID that happen? Either the photons are talking to each other faster than the speed of light (since they were some distance apart and you measured them at the same time), or they are ‘entangled’ in some way that magically makes one related to the other no matter how far away you are.
If you do the math, involving something called Bell’s Theorem or Bell’s Inequality which I won’t get into here, it turns out that this means that the ‘local realistic’ view of the world is disproven. ‘local realistic’ assumes
[ul][li]There are real things that exist whether or not we observe them.[/li][li]It is legitimate to draw conclusions from consistent experiments.[/li][li]No influence (or information) travels faster than the speed of light.[/li][/ul]
Since we’ve just disproven this, what does that mean? All kinds of interesting philosophical and scientific questions arise from this.
I really can’t do this justice here, I recommend you find a book called ‘In Search of Schrodinger’s Cat’ by John Gribbin. (there is an umlaut over the o in Schrodinger, so just search for ‘Gribbin’.) It is out of print, but
should be available at any self respecting library. I just searched at my library and the 4 communities within 5 miles of me all have it.