Dear all,
We are trying to obtain thresholds for peoples' ability to perceive
biological motion in noise. So the measure of difficulty is "number
of noise dots". The threshold for normal controls seems to be on the
order of 20 (for 82% correct performance). However the QUEST
procedure (Watson & Pelli, 1983) assumes that the thing being
measured is log intensity.
Can anyone help with the following:
(1) Is it valid for us to just use log(number-of-noise-dots) or not?
(2) Does it matter that with intensity, the task becomes easier as
intensity increases, whereas with number of noise dots, the task
becomes harder as the number of noise dots increases?
(3) Is it appropriate to use the QUEST procedure with brain-damaged
patients? Should we use a higher delta to account for the fact that
they make more spurious errors?
PS: There is a paper that uses QUEST for biological motion
thresholds (Neri et al, 1998, Nature 395, pp. 894-6) but they don't
provide full details on exactly how they did it.
Thank you very much,
best,
Stephen Wilson
UCLA
[Many thanks to Denis Pelli and Michael Shadlen for answers to my
previous question.]
We are trying to obtain thresholds for peoples' ability to perceive
biological motion in noise. So the measure of difficulty is "number
of noise dots". The threshold for normal controls seems to be on the
order of 20 (for 82% correct performance). However the QUEST
procedure (Watson & Pelli, 1983) assumes that the thing being
measured is log intensity.
Can anyone help with the following:
(1) Is it valid for us to just use log(number-of-noise-dots) or not?
(2) Does it matter that with intensity, the task becomes easier as
intensity increases, whereas with number of noise dots, the task
becomes harder as the number of noise dots increases?
(3) Is it appropriate to use the QUEST procedure with brain-damaged
patients? Should we use a higher delta to account for the fact that
they make more spurious errors?
PS: There is a paper that uses QUEST for biological motion
thresholds (Neri et al, 1998, Nature 395, pp. 894-6) but they don't
provide full details on exactly how they did it.
Thank you very much,
best,
Stephen Wilson
UCLA
[Many thanks to Denis Pelli and Michael Shadlen for answers to my
previous question.]