zasvitim
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The discussion revolves around the characterization of a distribution that describes a "broken" Galton box, with participants exploring potential names and formulas for such a distribution. The conversation includes references to various types of distributions, including half-normal and truncated normal distributions, and touches on the implications of sample size on the distribution's behavior.
Participants express differing views on the appropriate name and characteristics of the distribution, indicating that multiple competing perspectives remain unresolved.
There are references to the behavior of distributions based on sample size, and the discussion highlights the lack of a formal equation to define the proposed distributions, which contributes to the uncertainty in the conversation.
Yes, skip the "of": half-normal distribution.zasvitim said:Hello.
Is there a name for distribution that describes "broken" Galton box like this?
And distribution formula..
Thanks.
No, it actually looks different - like this:fresh_42 said:Yes, skip the "of": half-normal distribution.
I guess, your example of the halved Galton Board is better described by the truncated normal distribution.
You mean a bit like this:zasvitim said:No, it actually looks different - like this:
It's value grows from 0 as particle can not get there - gets out. It's definitely different behaviour.fresh_42 said:
As long as we don't have an equation, we are stuck in guesswork.zasvitim said:It's vague grows from 0 as particle can not get there - gets out. It's definitely different behaviour.
zasvitim said:But aren't equations built by mathematicians?