Sounds just perfect. Thanks for taking the time!
[EMAIL PROTECTED] wrote:
>The question of discriminating among three or more events has been
>successfully tackled by Brian Scurfield. He extended typical
>two-event ROC analysis to n-event ROC analysis (n>2), where results
>are expressed as n-dimentional ROC hypersurfaces, and sensitivity can
>be understood in terms of hypervolumes under the hypersurfaces. He
>also developed a new type of distribution-free sensitivity measure
>based on an information theory analysis of n-event discrimination
>tasks. The measure gives an overall measure of detectability among n
>events, and also allows sensible comparisons to be made between
>n-event tasks and (n-1)-event tasks, say.
>
>Scurfield illustrated his findings using the 3-event case, so if
>you're specifically interested in that case, check out his papers:
>
>Scurfield, B.K. (1996) "Multiple-event forced-choice tasks in the
>theory of signal detectability", Journal of Mathematical Psychology,
>40(3), 253-269
>
>Scurfield, B.K. (1998) "Generalization of the theory of signal
>detectability to m-dimensional n-event forced-choice tasks", Journal
>of Mathematical Psychology, 42(1), 5-31.
>
>The JMP abstracts used to be available online, but I don't know if
>they still are.
>
>Also, there was an independent development of some of this material by
>Douglas Mossman. He had a paper in Medical Decision Making in either
>1998 or 1999 entitled "Three-way ROCs". Sorry, can't remember the
>volume.
>
>
>Hope this helps,
>
>Vit D.
>
>
--
Manni
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