On Sat, 24 Feb 2001, Mike Granaas wrote:
> Interesting point. Yes, if the Ss do something other than a random guess
> the binomial model would be violated. The question then becomes what
> would they do if they are uncertain? I suspect that they would fall back
> on visual inspection...which p
In article <[EMAIL PROTECTED]>,
Jeff Goslin <[EMAIL PROTECTED]> wrote:
>Hi Steve, thanks for your reply.
>"Simon, Steve, PhD" wrote:
>> Many of us on the list are skeptical about artificial intelligence methods.
>> They have proven useful for some applications, but they are often marketed
>> as i
In article <[EMAIL PROTECTED]>,
Jan <[EMAIL PROTECTED]> wrote:
>I have two samples (size about 50) from discrete distributions.
>Does anybody know some nonparametric tests to
>check whether the two samples come from
>the same distribution?
>For continuous distributions there is Kolmogorov-Smirno
[EMAIL PROTECTED] wrote:
>Interesting point. Yes, if the Ss do something other than a random guess
>the binomial model would be violated. The question then becomes what
>would they do if they are uncertain? I suspect that they would fall back
>on visual inspection...which piece appears to be d
In article <[EMAIL PROTECTED]>,
Jeff Goslin <[EMAIL PROTECTED]> wrote:
>[EMAIL PROTECTED] wrote:
>> In most situations I can imagine, this (interpolating historical data to
>> find "new" training exemplars) is not a good idea. The presumed "new"
>> exemplars are very synthetic and reflect the in
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You raise a good question. Why not just ask them to admit that they
can't tell the difference rather than forcing a choice?
-
I have two samples (size about 50) from discrete distributions.
Does anybody know some nonparametric tests to
check whether the two samples come from
the same distribution?
For continuous distributions there is Kolmogorov-Smirnov
two sample test but I need similar test for discrete case.
Jan
And all this time I thought it was a tongue-in-cheek way of saying,
"find an answer to the wrong question." Ah! How thick of me. :)
Jay
Karl L. Wuensch wrote:
> Recently there was a discussion here involving the phrase "Type III
> errors." I noted that others have used that phrase to mea
Why test them with 3 pieces? Why not just two pieces of each and let
them identify the two brands? Alternate the order in which they eat
the two pieces to factor out ordering of the responses. I always like
the first piece of pizza best, don't you? That's when you are the
hungriest :-) Finall
Interesting point. Yes, if the Ss do something other than a random guess
the binomial model would be violated. The question then becomes what
would they do if they are uncertain? I suspect that they would fall back
on visual inspection...which piece appears to be different than the others
(les
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