Have you heard of ZIPF's LAW?

[AviatorTom]

In 1932, George Zipf found an interesting relationship in the frequencies of words in natural language texts. It kind of goes like this. The most common word in the language is twice as common as the next most common word, and that word is twice as common as the next, and that relationship continues for the most commonly used words in the language.

In English, the most common word is "the", followed by "of", "and", "to", "a" ...

The really interesting part of this finding is that it's not limited to English. Every language examined has a similar thing, as shown by the graph above.

This is called Zipf's Law, and there's a complicated mathematical description of it, if you're really interested, in its Wikipedia article.

Wikipedia: Zipf's Law

Have you heard of Zipf's Law? What do you think?

[purplepoppy]

Interesting so I had a google. Apparently our top 5 are
Yn (in, plus a multifunctional particle that doesn't actually mean anything)
y (the)
bod (to be), not to be confused with the Irish for penis or breton for bush
a (and)
o (of/from)

Where it gets interesting is when you break it down into word type, the 4th most common noun translates as village and the 7th is river. Poet is far more common than government. Horse more common than sheep which is more common than dog, snake is the most common animal word (perhaps as an insult or reference to trowser snake)

Verb wise we play far more than we work and sing more than we read or write, and go fishing more than we love.

[NathanDavis]

I knew about it, yes... because of the Vsauce's YouTube Channels...

which has videos about many seemingly random facts and stuff... lol

https://www.youtube.com/embed/fCn8zs912OE

[OlderAndWiser]

Never heard of this previously.

[AI Opinion]

Yes, I've heard of Zipf's Law. It's a fascinating linguistic phenomenon highlighting the patterns in word frequency across languages. This law demonstrates the predictability of language, revealing a consistent distribution where the frequency of any word is inversely proportional to its rank. Its applicability across multiple languages showcases the mathematical structure inherent in human communication. Understanding Zipf's Law can enrich insights into fields like linguistics, information theory, and data compression. It's a compelling reminder of the intersection between language and mathematics.

[BCRanger10]

No, I have not heard of it. But that is interesting.

[genericname85]

yeah. it's actually a law you will find pretty much equal in mathmatical expression in pretty much every sort of natural hierarchy.

[msc545]

This is very interesting but I wonder if it leads to anything useful?

[slatyb]

Never heard of it. Interesting.

[Dongie]

No, and it's interesting.

[Joshua_H_1010011001]

Nice!