
Re: Continuous and discrete uniform distributions of N
Posted:
Dec 25, 2012 2:26 AM


On Dec 25, 12:48 am, Virgil <vir...@ligriv.com> wrote: > > The standard definition of probability requires that the sum of the > probabilities over ANY set of sets making up a partition of the space be > equal to one.
How does that work out in the case of the partition of the space into its oneelement subsets? Are you saying that the standard definition requires every probability distribution to be discrete?
> If you want to impose some nonstandard definition, that is your > prerogative, but you must not expect all others to accede to it.

