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Handbook of the normal distribution Jagdish K. Patel
Publisher: Marcel Dekker Inc

[PaRe96] Patel, Jagdish K., and Campbell B. Handbook of the Normal Distribution. The following section of this paper derives the expected value of the maximum of real-valued continuous random variables for the exponential distribution, normal distribution and continuous uniform distribution. A typical mathematics handbook has at most 20 to 25 formulas per page (e.g. A science presenter, writer, speaker & former TV host; author of The Skeptic's Handbook (over 200,000 copies distributed & available in 15 languages). Here, we make no Gaussian assumptions about any abundances. Integrals that are displayed as multiline objects spanning more than a single line). The derivation of the expected value of the minimum of real-valued continuous random variables is omitted as it .. As might be expected, this joint distribution can be rather complex, and we would not expect a Gaussian distribution would adequately characterize it [17,19]. Let us, all forget about 'post normal science. Asymmetric Laplace distribution, Bessel alpha distribution, Beta Gumbel distribution, Beta normal distribution, Bramwell Holdsworth Pinton distribution, Burr distribution of the second kind, Burr distribution of the ninth kind, Burr distribution of the sixth kind, Burr distribution of the seventh kind, Burr distribution .