Re: Multinomial approximation to Poisson ??


Nag wrote:
Bob: forget about Binomial and about my problem.

I already have.

Reef fish: Thank you ... if only you can stick to your promise !!!

My promise was to leave you to your own devise of your number (3)
that you would only have it that way.

And I did.

My comment was not for YOU (and said so in my follow-up to the
expert that it was BEYOND your comprehension). It's for the rest
of the readership and to <se16@xxxxxxxxxxxxxx > who is
obviously knowledgeable in the subject and pointed out to you IN
DETAIL what I had said to you (in brief) about how your (2) was
WRONG without the additional details pointed out by
se16@xxxxxxxxxxxxxx


it is time for fresh blood: I am waiting for an expert to suggest an
approach to solving this problem.

Good luck to you. Experts would not attempt to solve a problem that
is ill-posed and ill-described.

-- Reef Fish Bob.

.

Relevant Pages

  • Re: Multinomial approximation to Poisson ??
    ... Nag> the problem. ... of approximating Poisson distributions but they are not of use. ... Reef fish: I have no idea about you and your training. ... polite and the other not so polite. ...
    (sci.stat.math)
  • Re: Multinomial approximation to Poisson ??
    ... Since Reef fish posted my IP info, I tried to find something about him. ... And so clueless at the same time. ... do you work for Princess cruises or are you faking their IP ... Go for it, NAG! ...
    (sci.stat.math)