1981
DOI: 10.1016/0042-6989(81)90225-x
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Temporal impulse and step responses of the human eye obtained psychophysically by means of a drift-correcting perturbation technique

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Cited by 96 publications
(64 citation statements)
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“…If the response of the teststimulus is kept sufficiently small with respect to that of the probe, one might say that the response of the teststimulus perturbates that of the probe. This is highly analogous to the situation in the temporal domain explained in detail in Roufs and Blommaert (1981). The spatial case is worked out in the Appendix.…”
Section: Theoretica! Formalismmentioning
confidence: 79%
“…If the response of the teststimulus is kept sufficiently small with respect to that of the probe, one might say that the response of the teststimulus perturbates that of the probe. This is highly analogous to the situation in the temporal domain explained in detail in Roufs and Blommaert (1981). The spatial case is worked out in the Appendix.…”
Section: Theoretica! Formalismmentioning
confidence: 79%
“…Consider first that two events that are physically transient will give rise to internal neural activity that is persistent. Indeed, psychophysical findings suggest that sensory inputs undergo a form of low-pass filtering as they are processed in the brain (de Lange, 1958;Roufs & Blommaert, 1981;Viemeister, 1979;Weisenberger, 1986). Taking the example of an audiovisual pair, it is likely that the internal response to a visual stimulus is prolonged relative to the internal response to an auditory stimulus (de Lange, 1958;Viemeister, 1979).…”
Section: Assumptions Underlying Analyses Of Sjsmentioning
confidence: 99%
“…Their model is similar to Jaskowski's (1991) model in that it incorporates the same two discrimination evaluators (simultaneity and order), but with the added element of specifying the nature of the input to and output from the two evaluators. The input to the evaluators is modeled after the Roufs and Blommaert (1981) temporal impulse response function: 1 where the parameter t is time in milliseconds, b is a free parameter which controls the growth and decay rates of the curve, and k is a normalizing constant, (e/3)3, ensuring that the function's peak value is 1. The function is unimodal and positively skewed, taking on values from 0 to 1 for positive values of t. This function is used by Roufs and Blommaert (1981) to model transient responses of the visual system to fast luminance variations (flashes) occurring within a foveal field, and thus appears reasonable to use in the present context.…”
Section: Effects Of Amount Of Attention Allocated To the Location Of mentioning
confidence: 99%