On Estimation of Error Entropy
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Graphical Abstract
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Abstract
It is generally rather difficult to calculate the entropy of a random quantum in complicated distribution,for the truncation error must be considered when an infinite integral is conduced.The expressions of truncation error with integral limit is derived successfully.What is more,the expression for approximately estimating sample entropy is preserced by introducing optimal window-width arithmetic and the overall optimal window-width arithmetic.As a result,the problem of uncertain estimation value of the sample entropy is solved.
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