Abstract:Participants saw three versions of pictures of familiar objects: the original unaltered (axis-normal) pictures, axis-extended pictures in which the main axes of the axis-normal pictures were elongated, and axis-switched pictures in which objects that were originally horizontally elongated were depicted as vertically elongated and vice versa. Relative to axis-normal pictures, axis extension aided decisions about whether the picture of the object was wide or tall, and axis switching hindered these decisions for … Show more
“…The finding that performance was largely independent of the objects' main axes is consistent with studies suggesting that the axis of elongation is not the main cue for alignment (Large et al, 2003; Lawson, 2004). However, the results do not exclude the possibility that the main axis is one of several cues for object orientation.…”
Section: Methodssupporting
confidence: 87%
“…For example, is there still a congruency effect when an object with a vertical axis of elongation is followed by an object with a horizontal axis (e.g., a saltshaker followed by a car)? Recent studies showed that the main axis of elongation has only little or no influence on naming performance (Large, McMullen, & Hamm, 2003; Lawson, 2004). However, this does not necessarily mean that congruency effects are independent of the axis of elongation.…”
How do observers recognize objects after spatial transformations? Recent neurocomputational models have proposed that object recognition is based on coordinate transformations that align memory and stimulus representations. If the recognition of a misoriented object is achieved by adjusting a coordinate system (or reference frame), then recognition should be facilitated when the object is preceded by a different object in the same orientation. In the two experiments reported here, two objects were presented in brief masked displays that were in close temporal contiguity; the objects were in either congruent or incongruent picture-plane orientations. Results showed that naming accuracy was higher for congruent than for incongruent orientations. The congruency effect was independent of superordinate category membership (Experiment 1) and was found for objects with different main axes of elongation (Experiment 2). The results indicate congruency effects for common familiar objects even when they have dissimilar shapes. These findings are compatible with models in which object recognition is achieved by an adjustment of a perceptual coordinate system.
“…The finding that performance was largely independent of the objects' main axes is consistent with studies suggesting that the axis of elongation is not the main cue for alignment (Large et al, 2003; Lawson, 2004). However, the results do not exclude the possibility that the main axis is one of several cues for object orientation.…”
Section: Methodssupporting
confidence: 87%
“…For example, is there still a congruency effect when an object with a vertical axis of elongation is followed by an object with a horizontal axis (e.g., a saltshaker followed by a car)? Recent studies showed that the main axis of elongation has only little or no influence on naming performance (Large, McMullen, & Hamm, 2003; Lawson, 2004). However, this does not necessarily mean that congruency effects are independent of the axis of elongation.…”
How do observers recognize objects after spatial transformations? Recent neurocomputational models have proposed that object recognition is based on coordinate transformations that align memory and stimulus representations. If the recognition of a misoriented object is achieved by adjusting a coordinate system (or reference frame), then recognition should be facilitated when the object is preceded by a different object in the same orientation. In the two experiments reported here, two objects were presented in brief masked displays that were in close temporal contiguity; the objects were in either congruent or incongruent picture-plane orientations. Results showed that naming accuracy was higher for congruent than for incongruent orientations. The congruency effect was independent of superordinate category membership (Experiment 1) and was found for objects with different main axes of elongation (Experiment 2). The results indicate congruency effects for common familiar objects even when they have dissimilar shapes. These findings are compatible with models in which object recognition is achieved by an adjustment of a perceptual coordinate system.
“…This is consistent with data from some other studies (e.g., Large et al, 2003;Lawson, 2004;Wilson & Farah, 2003), and places some doubt about the importance of shape axes per se in misoriented object recognition (e.g., Humphreys & Quinlan, 1988;Humphreys & Riddoch, 1984;Quinlan & Humphrey~, 1993). However, further analyses of the current data also showed that an axis of symmetry can be sufficient to attenuate effects of stimulus misorientation: Symmetrical apolar objects showed more shallow regression slopes than asymmetrical objects, consistent with faster spatial normalization.…”
Section: Discussionsupporting
confidence: 83%
“…First, the results showed an interaction between the effects of stimulus orientation on recognition and the presence or absence of object polar features: Larger orientation effects were found for the apolar than for the polar object set. Second, a contrast in orientation effects between the apolar symmetrical objects used in Experiment 2, and the polar asymmetrical objects used in Experiment 1, suggested that the presence of a salient internal shape axis contributes to the attenuation of orientation effects, contrary to some recent data (Lawson, 2004).…”
A basic problem of visual perception is how human beings recognize objects after spatial transformations. Three central classes of findings have to be accounted for: (a) Recognition performance varies systematically with orientation, size, and position; (b) recognition latencies are sequentially additive, suggesting analogue transformation processes; and (c) orientation and size congruency effects indicate that recognition involves the adjustment of a reference frame. All 3 classes of findings can be explained by a transformational framework of recognition: Recognition is achieved by an analogue transformation of a perceptual coordinate system that aligns memory and input representations. Coordinate transformations can be implemented neurocomputationally by gain (amplitude) modulation and may be regarded as a general processing principle of the visual cortex.Keywords: alignment, coordinate transformations, gain modulation, object recognition, reference frames How can we recognize objects regardless of spatial transformations such as plane and depth rotation, size scaling, and position changes? This ability is often discussed under the label object constancy or shape constancy. Even young children recognize objects so immediately and effortlessly that it seems to be a rather ordinary and simple task. However, changes in the spatial relation between observer and object lead to large changes of the image that is projected onto the retina. Hence, to recognize objects regardless of orientation, size, and position is not a trivial problem. No computational system proposed so far can successfully recognize objects over wide ranges of object categories and contexts.Several different approaches have been proposed over the years (for reviews, see Palmeri & Gauthier, 2004;Ullman, 1996). A number of models rely on abstract object representations, which predict that recognition performance is typically invariant regarding spatial transformations (e.g., structural description models; see Hummel & Biederman, 1992;Marr & Nishihara, 1978). In contrast, image-based or view-based models propose that object representations are close to the format of the perceptual input and therefore depend systematically on image transformations (e.g.,
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