Do you mean understanding of randomness? Probability is just a chance of something happening. It takes the form of whatever is there. Randomness, however, is assumed is a lot of places that it is not there!
That would be an interesting one. If so, I imagine it might be different from language to language just based on how different languages potentially utilize letters. Very interesting thought though!
Depends on what you mean. So you really shouldn't go too many digits into the number for this to still hold. However, the bigger the set of numbers the better since it covers more magnitudes of values!
Since you only make 5 mins video, why did you update so slow? Just kidding! Love your videos. They super concise and informative.
Hahahaha!
Its so true. They are only five minutes! ;-)
This contradicts my understanding of probability.
Do you mean understanding of randomness? Probability is just a chance of something happening. It takes the form of whatever is there. Randomness, however, is assumed is a lot of places that it is not there!
This is very interesting. I wonder if such a principle applies to letter-based data as well.
That would be an interesting one. If so, I imagine it might be different from language to language just based on how different languages potentially utilize letters. Very interesting thought though!
It does. It's a called "letterfrequency" and as @ariclabarr states, it depends on the language.
Benford's Law has been featured in a few films, but I cannot recall the titles right now, any ideas anyone?
A more recent one is The Accountant. Ben Affleck's character uses it to catch financial fraud!
Knocked it out of the park on this one
Is this apply to big numbers
Depends on what you mean. So you really shouldn't go too many digits into the number for this to still hold. However, the bigger the set of numbers the better since it covers more magnitudes of values!