| Literature DB >> 23908621 |
Jan Kremláček1, Miroslav Kuba, Zuzana Kubová, Jana Langrová, Jana Szanyi, František Vít, Michal Bednář.
Abstract
The manipulation of attention can produce mismatch negativity-like components that are not necessarily connected to the unintentional sensory registration of the violation of probability-based regularity. For clinical purposes, attentional bias should be quantified because it can vary substantially among subjects and can decrease the specificity of the examination. This experiment targets the role of attention in the generation of visual mismatch negativity (vMMN). The visual regularity was generated by a sequence of two radial motions while subjects focused on visual tasks in the central part of the display. Attentional load was systematically varied and had three levels, no-load, easy, and difficult. Rare, deviant, and frequent standard motions were presented with a 10/60 ratio in oddball sequences. Data from 12 subjects was recorded from 64 channels and processed. vMMN was identified within the interval of 142-198 ms. The mean amplitude was evaluated during the aforementioned interval in the parietal and fronto-central regions. A general linear model for repeated measures was applied to the mean amplitude with a three-factor design and showed a significant difference [F (1, 11) = 17.40, p = 0.002] between standard and deviant stimuli and between regions [F (1, 11) = 8.40, p = 0.01]; however, no significant effect of the task [F (2, 22) = 1.26, p = 0.30] was observed. The unintentional detection of irregularity during the processing of the visual motion was independent of the attentional load associated with handling the central visual task. The experiment did not demonstrate an effect of attentional load manipulation on mismatch negativity (MMN) induced by the motion-sequence, which supports the clinical utility of this examination. However, used stimulation paradigm should be further optimized to generate mismatch negativity that is stable enough to be usable not only for group comparisons but also for a single subject assessment.Entities:
Keywords: attention; dorsal stream; irrelevant stimulus processing; magnocellular pathway; visual mismatch negativity; visual motion
Year: 2013 PMID: 23908621 PMCID: PMC3726860 DOI: 10.3389/fnhum.2013.00411
Source DB: PubMed Journal: Front Hum Neurosci ISSN: 1662-5161 Impact factor: 3.169
Figure 1MMN experimental scheme. The session design (A) presents blocks (triplets) of sub-blocks with three different tasks. The sub-block scheme (B) shows a temporal diagram of events occurring in the peripheral part of the visual field (upper time line) and events in the central part of the screen during the oddball task. The stimulus (C) depicts the spatial/temporal properties of the peripheral stimuli.
Figure 3Butterfly plot of the grand mean deviant-standard difference waveform at all channels including the vMMN (gray traces) and its global mean power (red trace) demonstrate the temporal dynamics of the vMMN. Three local extremes around which the intervals of interest were selected (142–198, 265–332, and 324–400) are marked as black rectangles. For the time points indicated by a white dotted line, potential distributions are plotted at the bottom of the appropriate rectangles.
Figure 2Grand average ERPs for all three tasks aggregated from two regions. A schematic layout of the recording electrodes with indication of the fronto-central (full black circles) and the parietal (full gray circles) regions of interest is in the left portion of the figure. The top three rows display responses from the three tasks separately, and the fourth row shows all tasks together. The interval of interest, for which the mean amplitude was evaluated, is depicted as a gray rectangle along horizontal axis.
The table shows the mean amplitudes and standard deviations in the selected interval of 142–198 ms, from fronto-central and parietal derivations, for the standard and deviant conditions that were grouped together for the three different tasks.
| Fixation | Standard | −2.74 ± 1.31 | −2.16 ± 1.12 |
| Deviant | −2.96 ± 1.16 | −2.38 ± 1.12 | |
| Easy | Standard | −2.32 ± 1.62 | −1.75 ± 1.67 |
| Deviant | −2.98 ± 1.67 | −2.16 ± 1.43 | |
| Difficult | Standard | −2.16 ± 1.71 | −1.84 ± 1.54 |
| Deviant | −2.85 ± 1.21 | −2.52 ± 1.17 | |
The grand average ERPs, regions and the intervals of interest are depicted in Figure 2.