| Literature DB >> 19652959 |
Abstract
Neuroimaging techniques have provided ample evidence for multisensory integration in humans. However, it is not clear whether this integration occurs at the neuronal level or whether it reflects areal convergence without such integration. To examine this issue as regards visuo-tactile object integration we used the repetition suppression effect, also known as the fMRI-based adaptation paradigm (fMR-A). Under some assumptions, fMR-A can tag specific neuronal populations within an area and investigate their characteristics. This technique has been used extensively in unisensory studies. Here we applied it for the first time to study multisensory integration and identified a network of occipital (LOtv and calcarine sulcus), parietal (aIPS), and prefrontal (precentral sulcus and the insula) areas all showing a clear crossmodal repetition suppression effect. These results provide a crucial first insight into the neuronal basis of visuo-haptic integration of objects in humans and highlight the power of using fMR-A to study multisensory integration using non-invasinve neuroimaging techniques.Entities:
Mesh:
Year: 2009 PMID: 19652959 PMCID: PMC2733194 DOI: 10.1007/s00221-009-1949-4
Source DB: PubMed Journal: Exp Brain Res ISSN: 0014-4819 Impact factor: 1.972
Fig. 1The experimental protocol used in the main experiment. Two conditions were interleaved in a slow event-related design: VT-same and VT-diff. In the same condition (VT-same), the subject saw visual objects and touched the same somatosensory objects. In a different condition (VT-diff), the subject saw and touched different stimuli. Subjects viewed the visual objects for 1 s, and touched the tactile object for 5 s, followed by a 6-s rest
Fig. 4Indications for a topographical gradient in VT-adaptation in the lateral–ventral occipital–temporal cortex. a Results of cross subject (n = 10) GLM Two-color contribution analysis (see methods) are presented on MNI Talairach normalized inflated brain in a lateral-ventral view. Color scale denotes the relative preference of each voxel for one of the two conditions (VT-diff and VT-same). Voxels showing preference for VT-diff appear in red (I > 0), and those with VT-same preference (I < 0) are in blue. The inset present the same map aligned with MT (blue) and LO (pink) Localizers. b We defined three ROIs along the dorsal–ventral axis of the occipital–temporal cortex: The most dorsal ROI is the MTG/pSTS (anatomical localizer), the most ventral ROI is LOC (using objects vs. scrambled images localizer) and intermediate MT ROI (using the MT localizer; see “Methods” for more details on localizers and ROI selection). The average time course (across subjects) and percent signal change histograms for these three ROIs are presented
Talairach coordinates, and statistical significance for peak ROIs selected from the activation of the contrast VT-diff > VT-same, and for the contrast VT-1st > VT-2nd (LOtv, IPS, insula and calcarine bilaterally, and the left PreCS)
| Cortical region | Paired | One way ANOVA 1st versus 2nd repetition | Two way ANOVA same versus different effect (VT-same-1, VT-same-2 vs. VT-diff-1, VT-diff-2) | Two way ANOVA 1st/2nd repetition effect (VT-same-1, VT-diff-1 vs. VT-same-2, VT-diff-2) | ||||
|---|---|---|---|---|---|---|---|---|
| LH | LOtv | 48 | −54 | −8 | ||||
| IPS | 30 | −59 | 35 | |||||
| PreCS | 43 | 3 | 31 | |||||
| Ins | 33 | 20 | 0 | |||||
| Calcarine | 20 | −70 | 9 | |||||
| RH | LOtv | −44 | −58 | −5 | ||||
| IPS | −23 | −51 | 43 | N/A (one way ANOVA n.s.) | N/A (one way ANOVA n.s.) | |||
| Ins | −40 | 17 | 6 | n.s. (one way ANOVA n.s.) | n.s. (one way ANOVA) | |||
| Calcarine | −15 | −69 | 9 |
LH left hemisphere, RH right hemisphere, n.s. non significant
The significance of bold values is p > 0.05
Talairach coordinates, number of voxels, and statistical significance for ROIs selected from the activation of the ROIs selected to present the gradient in the occipital area (MTG, area MT, and LO)
| Cortical region | Number of voxels | 2 tail paired | ||||
|---|---|---|---|---|---|---|
| Left hemisphere | LOC | 48 | −64 | −6 | 100 | |
| MT | 42 | −65 | 7 | 94 | ||
| MTG | 51 | −59 | 10 | 64 | ||
| Right hemisphere | LOC | −41 | −67 | −3 | 117 | |
| MT | −43 | −66 | 6 | 104 | ||
| MTG | −45 | −58 | 12 | 54 |
LOC lateral occipital complex, MT middle temporal, MTG middle temporal gyrus
The significance of bold values is p > 0.05
Fig. 2Statistical parametric maps and magnitude of response in the left hemisphere. a Activation maps of the left hemisphere for VT-diff versus VT-same (left) and for first exposure versus the second exposure of all VT objects conditions (right). Statistical parametric maps of activation (n = 10) using a random-effect GLM analysis. The data are presented on MNI full Talairach inflated brain. Color scale denotes significance (corrected for multiple comparisons). b Time course analysis of activation and average percent signal change in the five regions of interest defined by the five significant VT-diff versus VT-same clusters presented in A. c Average percent signal change in the same ROIs for first exposure versus second exposure of all VT objects conditions (n = 10), and in the two control experiments below (experiment 2, n = 5; experiment 3, n = 9)
Fig. 3Statistical parametric maps and magnitude of response in the right hemisphere. a Activation maps of the right hemisphere for VT-diff versus VT-same (left) and for first exposure versus the second exposure of all VT objects conditions (right). Statistical parametric maps of activation (n = 10) using a random-effect GLM analysis. The data are presented on MNI full Talairach inflated brain. Color scale denotes significance (corrected for multiple comparisons). b Time course analysis of activation and average percent signal change in the four regions of interest defined by the four significant VT-diff versus VT-same clusters presented in A. c Average percent signal change in the same ROIs for first exposure versus second exposure of all VT objects conditions (n = 10), and in the two control experiments below (experiment 2, n = 5; experiment 3, n = 9)