MAKE A MEME View Large Image Subrandom Kurtosis.gif en Error in estimated kurtosis as a function of number of datapoints 'Additive subrandom' gives the maximum error when c sqrt 5 -1 /2 'Random' gives the average error over six runs of random numbers where the average ...
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Keywords: Subrandom Kurtosis.gif en Error in estimated kurtosis as a function of number of datapoints 'Additive subrandom' gives the maximum error when c sqrt 5 -1 /2 'Random' gives the average error over six runs of random numbers where the average is taken to help smooth out fluctuations own Mollwollfumble 2011-04-05 Check categories 2011 April 6 en wikipedia Subrandom_numbers 2 Randomness Number theory
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