this post was submitted on 08 Sep 2023
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The birthday paradox
If you get 23 people in a room the odds of two of them sharing a birthday are 50%
So not really then. I've always heard this but not seen it explained. But what you're saying is that with every interaction the likely hood of finding a match goes up. But realistically, probabilities like that are just fun quirks of math, not representations of reality. Probabilities are doing the math on events, but these are events discussing concrete and unchanging dates. Every person paired up isn't given a random date in every interaction. They have a set date from the outset, you just don't know it. There's not a random number generator picking a number from a set every time. Unless you're in a simulation and none of this is real and birthdays don't exist and the computer you're plugged into has to make up a random birthday every time you interact.
Sorry, but I honestly have no idea what youβre trying to say. If you have questions you can click on the Wikipedia link!
Ah. Sorry, I assumed you knew what you were talking about about and not just copy/pasting a thing you found. My bad.
It helps if you can compose a coherent sentence! :)
Your inability to understand is not my problem. I suggest a reading comprehension class. I understand that some of those big words like "Probabilities" and "math" might be too much for you. It's okay. We all have things we're good at. You'll find yours one day.
That's completely wrong lol. Nowhere is there an assumption that birthdays are randomized each time, you just don't understand the math.