Explanation of the math in Black Mirror episode: Hang the DJ?

Explanation of the math in Black Mirror episode: Hang the DJ? - Back view of crop anonymous male driving contemporary transport while turning steering wheel in daylight

In Black Mirror S04 E04 named Hang the DJ, How did the real-life app particularly choose two specific persons to run 1000 simulations for them? Does the app run 1000 simulations for every two possible match? If we assume the app has 1 million members, then it roughly must run 5*10^14 simulations!

Plus, we see many other couples with different numbers over their heads. I couldn't identify if they're Amy and Frank, or other couples.



Best Answer

Firstly, yes, they're all Amy and Frank - each is one of the simulated couples who climbed the wall.

The couple we are focused on is simulation 998, which matches the number of rebellions logged...
We have to assume that this is couple 1000 & that the two simulations who did not rebel are somehow still inside the simulation. Their fate is not mentioned, AFAIK. Presumably once the final results are in, all the simulations are terminated & the occupants are never aware. We do see all the rebellious couples 'dissolving'.

couple 998

998 rebellious logged

As regards the math, or processing power needed to perform these simulations, you always need to be aware that Black Mirror never concerns itself with the science behind the technology. It simply asks you to believe that at this point in time, technology is sufficiently advanced to be able to achieve it.
How is rarely important to the plot.
The show is more usually concerned with the human implications of the technology - how we interact with it, what it makes us do to ourselves and each other as a result of it.

If we assume the app uses proximity of signed-up members to generate 'quick' matches, then either it tested everybody in the bar, very rapidly, or only Amy and Frank were signed up. It really isn't important which, merely that the results echoed the claim from the beginning of the simulation that the chances of eventually making the correct match are 99.8%.

The final scene IMHO just gives some "aww" factor, when we see that in real life Amy and Frank are about to meet for the first time... And we, the audience, are pretty certain they will 'live happily ever after' - which in itself is quite rare for Black Mirror.




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What is the meaning of Hang the DJ Black Mirror?

\u201cHang the DJ\u201d echoes many of those same themes. It's about love enabled by technological advancement and two people choosing one another over the world they know. It's also about choosing a partner in the context of a wide world of potential mates, especially after you've had previous serious relationships.

Which episode of Black Mirror is Hang the DJ?

"Hang the DJ" is the fourth episode of the fourth series of the British anthology series Black Mirror. It was written by series creator Charlie Brooker and directed by Tim Van Patten. The episode first aired on Netflix, along with the rest of series four, on 29 December 2017.

Was Hang the DJ a happy ending?

Following season 2, it was picked up by Netflix. When they released season 3, fans were shocked to find that there was an episode with a happy ending, rather than an obscenely disturbing one.

Is Black Mirror Hang the DJ Scary?

\u201cHang the DJ\u201d tells a scary story about technology. But it tells a scarier one about love. The best Black Mirror episodes are ones that use technology to tell a story about our own humanity.



Black Mirror Analysis: Hang the DJ




More answers regarding explanation of the math in Black Mirror episode: Hang the DJ?

Answer 2

The question has been answered, but a small part of your question wasn't addressed:

If we assume the app has 1 million members, then it roughly must run 5*10^14 simulations!

You assume that any member is interested in any other member.

Filtering for only single people who meet each other's criteria (presumably you tell the app preferred age range, gender, etc.), that's considerably less than 5*1014.

Additionally, the fact that Amy and Frank run into each other exactly when the result is presented strongly suggests that the simulations are only run for people you come into contact with, which again significantly reduces the amount of pairs that need to be checked.

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