Re: Gaussian Distribution Using Dice
	
	
	
	
cklester wrote:
> Juergen Luethje wrote:
>> 
>> cklester wrote:
>> 
>>> This looks good, but, again, I don't understand the last math part...
>>>
>>>    http://mathforum.org/library/drmath/view/52207.html
>> 
>> This is not a Gaussian Distribution, BTW. A Gaussian Distribution is a
>> continuous distribution, whereas this is a discrete distribution.
> 
> I'm glad we have geniuses on hand in the Euforum! :)
Me too.  But that has nothing got to do with the difference between continuous and
discrete probability distributions. This difference is explained in any
statistical textbook on, say, page 23.
>> However, the probabilities of sums on multiple dice *approach* a
>> Gaussian distribution as the number of dice is increased.
> 
> Yeah, I knew that. :P
So the only remaining mystery is: Who wrote "Gaussian Distribution"
in the name of this thread. And why?
But that has nothing got to do with the difference between continuous and
discrete probability distributions. This difference is explained in any
statistical textbook on, say, page 23.
>> However, the probabilities of sums on multiple dice *approach* a
>> Gaussian distribution as the number of dice is increased.
> 
> Yeah, I knew that. :P
So the only remaining mystery is: Who wrote "Gaussian Distribution"
in the name of this thread. And why?  >> When you want to calculate the number of ways or probabilities for only
>> a few cases, this code might be faster than the code provided by Lewis.
>> Please check yourself.
> 
> I haven't run any benchmarks on them yet, but your code works great!
> 
> Thank you!
Regards,
   Juergen
>> When you want to calculate the number of ways or probabilities for only
>> a few cases, this code might be faster than the code provided by Lewis.
>> Please check yourself.
> 
> I haven't run any benchmarks on them yet, but your code works great!
> 
> Thank you!
Regards,
   Juergen
	
	
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