Sorry for the stupid question, I am confused about the two concept due to the definition of random distribtion on Wolfram.
It says: A statistical distribution in which the variates occur with probabilities asymptotically matching their "true" underlying statistical distribution is said to be random.
According to Wolfram, statistical distribution is: "The distribution of a variable is a description of the relative numbers of times each possible outcome will occur in a number of trials."
Doesn't it mean that both concept are equivalent? Would would be a statistical distribution which is NOT a random distribution?
Thank you in advance for help!