2018
DOI: 10.1037/xhp0000427
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Beyond opponent coding of facial identity: Evidence for an additional channel tuned to the average face.

Abstract: Face identity can be represented in a multidimensional space centered on the average. It has been argued that the average acts as a perceptual norm, with the norm coded implicitly by balanced activation in pairs of channels that respond to opposite extremes of face dimensions (two-channel model). In Experiment 1 we used face identity aftereffects to distinguish this model from a narrow-band multichannel model with no norm. We show that as adaptors become more extreme, aftereffects initially increase sharply an… Show more

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Cited by 5 publications
(10 citation statements)
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References 57 publications
(151 reference statements)
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“…Adapting to an anti-face reduces sensitivity to that face, causing a brief bias in perception away from that identity and toward its corresponding face. Also consistent with opponent-channel coding, the more extreme the anti-face, the larger the perceptual bias that is observed (Jeffery et al, 2018;McKone et al, 2014). In addition, adaptation to a face produces a stronger aftereffect along the morphing dimension going to its corresponding anti-face (through the average) than along a dimension going to a second face, even when dissimilarity is matched (Rhodes & Jeffery, 2006).…”
Section: Introductionsupporting
confidence: 54%
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“…Adapting to an anti-face reduces sensitivity to that face, causing a brief bias in perception away from that identity and toward its corresponding face. Also consistent with opponent-channel coding, the more extreme the anti-face, the larger the perceptual bias that is observed (Jeffery et al, 2018;McKone et al, 2014). In addition, adaptation to a face produces a stronger aftereffect along the morphing dimension going to its corresponding anti-face (through the average) than along a dimension going to a second face, even when dissimilarity is matched (Rhodes & Jeffery, 2006).…”
Section: Introductionsupporting
confidence: 54%
“…A working hypothesis Figure 9 shows a plausible mechanistic explanation for the effects of categorization training observed in the present experiments (for mathematical details of the model, see the Appendix). Note first that we follow here previous authors in modeling the response of opponent channels to stimuli changing along a single dimension (going from a parent face to its anti-parent; see McKone et al, 2014;Jeffery et al, 2018), although in reality, such dimension would be embedded in a multidimensional face space (Valentine et al, 2016). The first channel, represented by the solid teal curves, responds more strongly to faces that are more similar to the parent identity.…”
Section: Discussionmentioning
confidence: 89%
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“…A working hypothesis Figure 9 shows a plausible mechanistic explanation for the effects of categorization training observed in the present experiments (for mathematical details of the model, see the Appendix). Note first that we follow here previous authors in modeling the response of opponent channels to stimuli changing along a single dimension (going from a parent face to its anti-parent; see Jeffery et al, 2018;McKone et al, 2014), although in reality such dimension would be embedded in a multi-dimensional face space (Valentine et al, 2016). The first channel, represented by the solid teal curves, responds more strongly to faces that are more similar to the parent identity.…”
Section: Discussionmentioning
confidence: 88%
“…However, most of the direct evidence for such mechanisms comes from studies in early visual cortex using simple visual stimuli; it remains unknown which of those mechanisms acts in the case of face adaptation. In addition, divisive scaling has been widely used in prior modeling work (e.g., Giese & Leopold, 2005;Jeffery et al, 2018;McKone et al, 2014;Ross et al, 2013;Series et al, 2009) to explain a variety of psychophysical (Jeffery et al, 2018;McKone et al, 2014;Ross et al, 2013;Series et al, 2009) and neuroimaging (Alink et al, 2018) observations. These very simple assumptions, plus a decision rule based on the ratio rule (Luce, 1959), are all that's necessary to explain the effects of categorization training observed when the global average was used as a target (0% morphing in Figure 9b).…”
Section: Discussionmentioning
confidence: 99%