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The quantiles of a distribution refer to points on its cumulative distribution function. Some common quantiles are quartiles and percentiles.

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Does q-function remain the inverse of CDF for any type of distribution? [closed]

I read the the Quantile Function commonly known as q-function is the inverse of the CDF for a normal distribution. $Q(x) = 1 - Q(-x) = 1 - \Phi(x)\,\!,$ where Φ(x) is the cumulative distribution fun …
Kristof Tak's user avatar