Hi
On 6 Dec 2001, David Heiser wrote:
Most of the focus is on structural equation modeling (SEM). For
statisticians, a quick referral to Jim Steiger's article Driving Fast in
Reverse in JASA March 2001, p331-p338 (if you have it around) is a quick
discourse on SEM and the inherent problems
Hi!!
Any idea where can I get more information on generalised gaussin
distribution???
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In a stochastic process the number of customers which are arriving at a
server (during a time intervall) is desribed by a Poisson distribution:
P(n)=exp(-v) * (v^n)/(n!)
Each arriving customer has a task to be carried out of which the size (in
units) is described by a lognormal distribution:
Not only classic, but documented(!) See
George E. P. Box ;Hunter, William G., and Hunter, J. Stuart, Statistics for
Experimenters, John Wiley Sons, Inc., New York, NY, 1978 ,ISBN 0-471-09315-7
Storks bring babies: pg. 8
They reference the original data, and Lars Pallesen, who dug it out.
Does anyone could give me an analitical equation of multivariate uniform
distribution.
For a one variable X, f(x)=1/(a-b)1, 1 - indicator. But how is it for n
variable.
Thanks
Nathaniel
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If the poisson arrival process and the work process are independent,
then have a look at Wald's law in (almost) any probability book. For
example, the mean amount of work is then simply the product of the means
of each RV, in your case:
E(amount of work in a fixed time interval)=v*E(U) where U
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At 08:08 PM 12/7/01 +, J. Williams wrote:
On 6 Dec 2001 11:34:20 -0800, [EMAIL PROTECTED] (Dennis Roberts) wrote:
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i was just saying that IF anything had
On Fri, 07 Dec 2001 04:59:46 GMT, Richard J Burke
[EMAIL PROTECTED] wrote:
jenny wrote:
What should I do with the missing values in my data. I ned to perform
a t test of two samples to test the mean difference between them.
How should I handle them in S-Plus or SAS?
Thanks.
JJ
Title: ÓŻݻ££¹ÉµÀ¸ß¼¶»áÔ±·þÎñ
What is the percent point function of laplcaian function??
Thanks...
CCC
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