Talk:Continuous probability distribution

Untitled
I moved this from the main page:


 * A random variable is continuous if the set of all possible values it can assume forms an interval, either finite or infinite.


 * The probability that a continuous random variable will take a value in any particular sub-interval is given by the probability density function.

Not every variable whose range is an interval (surely of positive length?) has a probability density function. Are continuous random variables those whose cdf if continuous? AxelBoldt

What more?
Something should be added relating to multivariate distributions, a little more about mixed continous-discrete distributions (example of rainfall perhaps), and about general decomposition in continuous, discrete etc components. Melcombe (talk) 17:01, 20 May 2008 (UTC)

Needs expert attention
Bizarre/confused mix of random variables and distributions that sometimes conflate the two. Also, everything can be improved.

Assessment comment
Substituted at 19:53, 1 May 2016 (UTC)