do you plan and do the studies and write up the results too?
At 07:21 PM 6/13/00 -0400, Rudolph V. Richichi, Jr., Ph.D. wrote:
Attention graduate students, academics, and businesses.
We help you design research, run statistical analyses, and
get the most from your data. If you need help with
what approach would one take ... or approaches ... if the question you
wanted to address was:
in what sport ... say at the collegiate level ... is it most likely that an
underdog opponent can knock off or beat ... the favorite?
baseball, basketball, football, wrestling, tennis, etc. etc.
if anyone is online between now and about noon (it is 10:50AM here now) ...
have a look at
http://roberts.ed.psu.edu/users/droberts/denoff~2.jpg
if you want to see a really REALLY scary pic ... THAT is the url to look at
hit the reload or refresh button now and then
web cams are neat ... as
This is a multi-part message in MIME format.
--89FC3598C42CF0801B625355
Content-Type: text/plain; charset=us-ascii
Content-Transfer-Encoding: 7bit
Hi,
Suppose I have two random variates X,Y following normal distribution,
X = N(u1,v1)
Y = N(u1-u2, v1(1-z))
where u1 is the mean and
subscribe edstat-l Shareef Siddeek
===
This list is open to everyone. Occasionally, less thoughtful
people send inappropriate messages. Please DO NOT COMPLAIN TO
THE POSTMASTER about these messages because the postmaster
If the 'ZERO' or 'DOT' means that you have some missing cells then
that is a good time to "CREATE YOUR OWN MODEL".
-- Joe
* Joe Ward
* 167 East Arrowhead Dr.
* San Antonio, TX 78228-2402
* Phone: 210-433-6575
* Fax: 210-433-2828
*
On Wed, 14 Jun 2000, dennis roberts wrote:
what approach would one take ... or approaches ... if the question you
wanted to address was:
in what sport ... say at the collegiate level ... is it most likely
that an underdog opponent can knock off or beat ... the favorite?
baseball,
On Wed, 14 Jun 2000, Kumara Sastry wrote:
Suppose I have two random variates X,Y following normal distribution,
X = N(u1,v1)
Y = N(u1-u2, v1(1-z))
where u1 is the mean and v1 is the variance. u2 u1 and z ranges
between 0-0.95. Is there an analytical expression for the covariance of
X