Theory of dating bald women dating site

Sadly, a person you have dated and then rejected isn’t available to you any longer later on.Among your pool of people, there’s at least one you’d rate highest.

theory of dating-4

Let’s calculate the probability of picking X if you date people out of and then go for the next person who is better than the previous ones.

Obviously it all depends on when you date X — right at the start, somewhere in the middle of your dating spree, or towards the end.

Out of all the people you could possibly date, see about the first 37%, and then settle for the first person after that who's better than the ones you saw before (or wait for the very last one if such a person doesn't turn up). You don't want to go for the very first person who comes along, even if they are great, because someone better might turn up later. Either way, we assume there’s a pool of people out there from which you are choosing.

On the other hand, you don't want to be too choosy: once you have rejected someone, you most likely won't get them back. And since the order in which you date people might depend on a whole range of complicated factors we can’t possibly figure out, we might as well assume that it’s random.

We’ll also assume that you have a clear-cut way of rating people, for example on a scale from 1 to 10.

That in itself is a tricky task, but perhaps you can come up with some system, or just use your gut feeling.

In this article we'll look at one of the central questions of dating: how many people should you date before settling for something a little more serious?

It's a tricky question, and as with many tricky questions, mathematics has an answer of sorts: it's 37%. We’ll assume that you have a rough estimate of how many people you could be dating in, say, the next couple of years. The value of depends on your habits — perhaps you meet lots of people through dating apps, or perhaps you only meet them through close friends and work.

In other words, you pick X if the highest-ranked among the first people turned up within the first people. In other words, you pick X if the highest-ranked among the first people turned up within the first people. If , so there are only five people, the only value of for which the two inequalities hold is , which is 40% of : So you should discard the first two people and then go for the next one that tops the previous ones.

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