| Literature DB >> 25400605 |
Régine Kolinsky1, Tânia Fernandes2.
Abstract
Based on the neuronal recycling hypothesis (Dehaene and Cohen, 2007), we examined whether reading acquisition has a cost for the recognition of non-linguistic visual materials. More specifically, we checked whether the ability to discriminate between mirror images, which develops through literacy acquisition, interferes with object identity judgments, and whether interference strength varies as a function of the nature of the non-linguistic material. To these aims we presented illiterate, late literate (who learned to read at adult age), and early literate adults with an orientation-independent, identity-based same-different comparison task in which they had to respond "same" to both physically identical and mirrored or plane-rotated images of pictures of familiar objects (Experiment 1) or of geometric shapes (Experiment 2). Interference from irrelevant orientation variations was stronger with plane rotations than with mirror images, and stronger with geometric shapes than with objects. Illiterates were the only participants almost immune to mirror variations, but only for familiar objects. Thus, the process of unlearning mirror-image generalization, necessary to acquire literacy in the Latin alphabet, has a cost for a basic function of the visual ventral object recognition stream, i.e., identification of familiar objects. This demonstrates that neural recycling is not just an adaptation to multi-use but a process of at least partial exaptation.Entities:
Keywords: enantiomorphy; literacy; mirror images; visual object recognition
Year: 2014 PMID: 25400605 PMCID: PMC4215613 DOI: 10.3389/fpsyg.2014.01224
Source DB: PubMed Journal: Front Psychol ISSN: 1664-1078
Experiment 1: Mean performance in the identity-based same-different comparison task for familiar objects, presented by object type, trial type, and group of participants.
| Accuracy (%) | Different | 84.57 [13.86] | 94.49 [5.83] | 96.09 [4.33] | 86.67 [13.71] | 95.42 [5.26] | 97.02 [2.83] | |
| Same | Identical | 87.18 [10.01] | 95.93 [4.56] | 96.67 [3.37] | 86.06 [10.81] | 94.27 [7.14] | 97.13 [2.53] | |
| Same | Mirror | 86.82 [9.01] | 95.47 [4.00] | 96.67 [2.74] | 87.18 [8.82] | 95.27 [4.08] | 96.40 [3.11] | |
| Same | Rotation | 89.00 [7.78] | 94.53 [5.90] | 97.00 [2.17] | 87.24 [10.16] | 94.47 [4.60] | 94.47 [3.76] | |
| RTs (ms) | Different | 1022 [243] | 844 [277] | 714 [129] | 1031 [254] | 847 [271] | 709 [138] | |
| Same | Identical | 826 [269] | 677 [213] | 591 [77] | 828 [227] | 680 [207] | 607 [86] | |
| Same | Mirror | 826 [216] | 705 [230] | 625 [86] | 807 [195] | 707 [233] | 620 [79] | |
| Same | Rotation | 837 [179] | 741 [236] | 641 [80] | 850 [191] | 752 [260] | 632 [71] | |
Standard deviations in brackets.
Figure 1Examples of the stimuli used in the “same” and “different” trials of Experiment 1. The critical trials are the three types of “same” trials.
Figure 2Mean value of the interference index for familiar objects, computed on accuracy scores (Panel A) and on RTs (Panel B), separately for each group of participants. Error bars represent standard error of the mean.
Figure 3Examples of the stimuli used in the “same” and “different” trials of Experiment 2. The critical trials are the three types of “same” trials.
Experiment 2: Mean performance in the identity-based same-different comparison task for geometric shapes, presented by trial type and group of participants.
| % | |||||
|---|---|---|---|---|---|
| Accuracy (%) | Different | 80.17 [20.08] | 92.09 [7.56] | 94.13 [4.68] | |
| Same | Identical | 83.67[19.63] | 95.00 [5.24] | 95.80 [7.16] | |
| Same | Mirror | 83.67 [15.67] | 91.53 [7.69] | 92.27 [6.24] | |
| Same | Rotation | 80.87 [19.14] | 88.53 [10.12] | 90.67 [9.62] | |
| RTs (ms) | Different | 1194 [301] | 960 [232] | 836 [218] | |
| Same | Identical | 941 [322] | 734 [138] | 723 [136] | |
| Same | Mirror | 1034 [375] | 800 [155] | 747 [155] | |
| Same | Rotation | 1055 [304] | 863 [211] | 815 [168] | |
Standard deviations in brackets.
Figure 4Mean value of the interference index for geometric shapes, computed on accuracy scores (Panel A) and on RTs (Panel B), separately for each group of participants. Errors bars represent standard error of the mean.