| Literature DB >> 23049736 |
Abstract
The 'Cerebellar Deficit Theory' of developmental dyslexia proposes that a subtle developmental cerebellar dysfunction leads to deficits in attaining 'automatic' procedures and therefore manifests as subtle motor impairments (e.g., balance control, motor skill learning) in addition to the reading and phonological difficulties. A more recent version of the theory suggests a core deficit in motor skill acquisition. This study was undertaken to compare the time-course and the nature of practice-related changes in volitional (manual) and non-volitional (posture) motor performance in dyslexic and typical readers while learning a new movement sequence. Seventeen dyslexic and 26 skilled young adult readers underwent a three-session training program in which they practiced a novel sequence of manual movements while standing in a quiet stance position. Both groups exhibited robust and well-retained gains in speed, with no loss of accuracy, on the volitional, manual, aspects of the task, with a time-course characteristic of procedural learning. However, the dyslexic readers exhibited a pervasive slowness in the initiation of volitional performance. In addition, while typical readers showed clear and well-retained task-related adaptation of the balance and posture control system, the dyslexic readers had significantly larger sway and variance of sway throughout the three sessions and were less efficient in adapting the posture control system to support the acquisition of the novel movement sequence. These results support the notion of a non-language-related deficit in developmental dyslexia, one related to the recruitment of motor systems for effective task performance rather than to a general motor learning disability.Entities:
Mesh:
Year: 2012 PMID: 23049736 PMCID: PMC3458875 DOI: 10.1371/journal.pone.0043488
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.240
Performance of dyslexic and skilled readers on the IQ tests, the DSM-IV, OMT, background, and reading measurements.
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| 64.94 (15.59) | 65.12 (12.81) | −.14 | = .314 |
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| 11.56 (2.26) | 11.94 (2.49) | −.898 | = .371 |
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| 3.65 (2.6) | 1.5 (2.2) | 2.87 | <.01 |
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| 1.06 (1.3) | .38 (.7) | 1.9 | = .07 |
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| 1.24 (1.3) | .46 (.8) | 2.2 | <.05 |
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| 65.65 (31.2) | 112.65 (20.4) | −5.98 | <.001 |
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| 2.31 (2.2) | 1.81 (2.3) | .7 | = .485 |
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| 36.71 (11.6) | 62.68 (13.6) | −6.43 | <.001 |
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| 10.06 (7.8) | 5 (4.3) | 2.37 | <.05 |
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| 285.49(22.1) | 175.53(11.5) | 5.99 | <.001 |
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| 20.20(3.15) | 21.01(1.15) | 1.03 | = .09 |
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| 80.5(6.04) | 96.11(2.91) | 4.98 | <.001 |
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| 294.5(85.9) | 166.7(35.02) | 6.11 | <.001 |
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| 88.21(8.0) | 98.4 (4.1) | 5.78 | <.001 |
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| 32.64 (5.61) | 27.25 (5.41) | 4.36 | <.001 |
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| 35.31 (8.41) | 26.42 (3.21) | 5.68 | <.001 |
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| 10.45 (7.18) | 12.91(3.24) | 4.59 | <.001 |
Figure 1The experiment setup.
The participant was instructed to stand on the forceplate in a quiet stance position, in front of the touch screen. The forceplate's output data was streamed into the same desktop PC that presented and controlled the touch sequence task.
Figure 2Task screen and time-course of a single trial.
a) The relative positions of the four targets (black circles) (the numbering is for illustration purposes only and was not included in the actual display). As the targets changed color from black to yellow, the participant was instructed to turn them back to black by touching them, as fast as possible, following a predefined order (1→2→3→4), and to return to the starting point and wait for the next trial to begin. b) The time-course of a given trial was divided into two continuous time periods: RT1 (Reaction Time for target 1)- the time between the ‘start’ cue (the targets' color change) and the touching of the first target. ET (Execution Time) - the time between touching the first target and touching the fourth target.
Figure 3COP displacement during a block and a single trial.
a) Representative results of COPx displacement during a block. Vertical solid lines represent the ‘start’ event of a successful trial. Vertical dashed lines represent the ‘start’ event of an unsuccessful trial. b) Detailed examination of the COPx (medio-lateral) and COPy (anterior-posterior) sway movements displacements during a trial (positive values are right and backward displacement of the COPx and COPy, respectively): (I) the ‘start’ cue, (II) as the hand moves toward the first target the COP starts to travel to the right and toward the screen, (III) as the hand starts to move toward target 2 the COP stops traveling to the right and forward and begins its shift backward and left, (IV) as the hand touches targets 2 and 3 and moves toward target 4, the COP stops traveling backward and left and turns again to forward and right, (V) the trial ends as the hand returns to its original location and the body posture is stabilized; (I′) the beginning of the next trial. Δx and Δy are the absolute difference between the extreme values in each of the COP axes within a given trial; SDΔx and SDΔy are the standard deviations of all successful trials Δx and Δy within a block, respectively.
Figure 4The group mean value of the volitional manual task parameters for dyslexic and skilled readers throughout the training program.
a. ER. b. RT1, and c. ET. Error bars indicate group standard error.
Figure 5The posture control parameters throughout the training program in the dyslexic and skilled readers.
a. Δx – block mean value of the maximal amplitude of the movement of the COP in the medio-lateral direction within a given trial; b. SDΔx – block standard deviation of the individual trials' Δx. c. Δy – block mean value of the maximal amplitude of the movement of the COP in the anterior-posterior direction within a given trial; d. SDΔy – block standard deviation of the trials' Δy. Error bars indicate group standard error.
ANOVA results for the volitional manual movement parameters for a) skilled and b) dyslexic readers.
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| a) Skilled readers | Sessions effect | F(2, 50) = 4.99 | F(2, 50) = 41.16 | F(2, 50) = 26.55 |
| Blocks effect | F(2, 50) = 2.39 | F(9, 225) = 11.18 | F(9, 225) = 15.41 | |
| Sessions and blocks interaction | F(2, 50) = .64 (NS) | F(18, 450) = 6.54 | F(18, 450) = 2.63 | |
| 1st session within-session gains | F(1, 25) = 2.18 (NS) | F(1, 25) = 24.64 | F(1, 25) = 15.92 | |
| 2nd session within-session gains | F(1, 25) = 2.34 (NS) | F(1, 25) = 1.03 (NS) | F(1, 25) = 15.61 | |
| 3rd session within-session gains | F(1, 25) = .16 (NS) | F(1, 25) = .55 (NS) | F(1, 25) = 4.23 | |
| 2nd to 1st between-session gains | F(1, 25) = 12.32 | F(1, 25) = 38.06 | F(1, 25) = 23.69 | |
| 3rd to 2nd between-session gains | F(1, 25) = .00 (NS) | F(1, 25) = 13.40 | F(1, 25) = 10.95 | |
| 2nd session delayed gains | F(1, 25) = .96 (NS) | F(1, 25) = 8.59 | F(1, 25) = .50 (NS) | |
| 3rd session delayed gains | F(1, 25) = .12 (NS) | F(1, 25) = 7.39 | F(1, 25) = .02 (NS) | |
| b) Dyslexic readers | Sessions effect | F(1.37, 23.33) = .57 (NS) | F(1.27, 20.34) = 20.69 | F(2, 32) = 5.99 |
| Blocks effect | F(9, 153) = 1.51 (NS) | F(3.73, 59.70) = 2.87 | F(3.01, 48.15) = 3.44 | |
| Sessions and blocks interaction | F(18, 306) = 1.12 (NS) | F(6.25, 100.07) = 4.60 | F(18, 288) = 2.38 | |
| 1st session within session gains | F(1, 16) = .781 (NS) | F(1, 16) = 11.84 | F(1, 16) = 2.01(NS) | |
| 2nd session within session gains | F(1, 16) = 2.96 (NS) | F(1, 16) = .29 (NS) | F(1, 16) = .43 (NS) | |
| 3rd session within session gains | F(1, 16) = 2.80 (NS) | F(1, 16) = .37 (NS) | F(1, 16) = .58 (NS) | |
| 2nd to 1st between sessions gains | F(1, 16) = .26 (NS) | F(1, 16) = 24.26 | F(1, 16) = 1.24 | |
| 3rd to 2nd between sessions gains | F(1, 16) = 1.77 (NS) | F(1, 16) = 3.65 (NS) | F(1, 16) = .12 (NS) | |
| 2nd session delayed gains | F(1, 16) = .14 (NS) | F(1, 16) = 17.99 | F(1, 16) = 15.20 | |
| 3rd session delayed gains | F(1, 16) = 7.70 | F(1, 16) = 1.03 (NS) | F(1, 16) = .63 (NS) |
The session and block effects, interaction between sessions and blocks, as well as the within-session, between-session, and delayed gains effects, were analyzed using separate ANOVAs on ER, RT1, ET.
p<.05,
p<.01,
p<.001; NS– not significant.
ANOVA results for the posture maintenance parameters for a) the skilled readers and b) the dyslexic readers.
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| SDΔy | |
| a) Skilled readers | Sessions effect | F(2, 50) = 2.25 (NS) | F(1.52, 38.11) = 5.70 | F(1.46, 36.69) = 3.11 | F(1.55, 38.76) = 1.76 (NS) |
| Blocks effect | F(9, 225) = .82 (NS) | F(5.53, 7.29) = 3.80 | F(3.86, 96.62) = .62 (NS) | F(5.01, 125.37) = .20 (NS) | |
| Sessions and blocks interaction | F(18, 450) = 2.02 (NS) | F(8.85, 221.32) = 1.18 (NS) | F(4.58, 114) = 1.19 (NS) | F(7.27, 181.88) = 1.01 (NS) | |
| 1st session within-session gains | F(1, 25) = 2.33 (NS) | F(1, 25) = 8.88 | F(1, 25) = 2.42 (NS) | F(1, 25) = 4.45 | |
| 2nd session within-session gains | F(1, 25) = .18 (NS) | F(1, 25) = 1.08 (NS) | F(1, 25) = .28 (NS) | F(1, 25) = 1.49(NS) | |
| 3rd session within-session gains | F(1, 25) = 1.23 (NS) | F(1, 25) = 2.20 (NS) | F(1, 25) = 1.79 (NS) | F(1, 25) = 1.36 (NS) | |
| 2nd to 1st between-session gains | F(1, 25) = 1.88 (NS) | F(1, 25) = 6.35 | F(1, 25) = 4.02 | F(1, 25) = 3.95 (NS) | |
| 3rd to 2nd between-session gains | F(1, 25) = 1.12 (NS) | F(1, 25) = 1.12 (NS) | F(1, 25) = .00 (NS) | F(1, 25) = 2.78 (NS) | |
| 2nd session delayed gains | F(1, 25) = .42 (NS) | F(1, 25) = .34 (NS) | F(1, 25) = 3.57 (NS) | F(1, 25) = 2.12 (NS) | |
| 3rd session delayed gains | F(1, 25) = 2.63 (NS) | F(1, 25) = .06 (NS) | F(1, 25) = .45 (NS) | F(1, 25) = .00 (NS) | |
| b) Dyslexic readers | Sessions effect | F(1.24, 19.82) = .24 (NS) | F(1.20, 19.30) = 1.45 (NS) | F(1.41, 22.63) = .17 (NS) | F(1.27, 20.47) = .67 (NS) |
| Blocks effect | F(2.07, 33.19) = .74 (NS) | F(2.96, 47.44) = .81(NS) | F(2.47, 39.4) = 1.18 (NS) | F(1.59, 25.44) = 1.25 (NS) | |
| Sessions and blocks interaction | F(18, 288) = .98 (NS) | F(18, 288) = .80 (NS) | F(18, 288) = .10 (NS) | F(18, 288) = 1.26 (NS) | |
| 1st session within-session gains | F(1, 16) = .77 (NS) | F(1, 16) = .15 (NS) | F(1, 16) = .35 (NS) | F(1, 16) = .18 (NS) | |
| 2nd session within-session gains | F(1, 16) = .06 (NS) | F(1, 16) = .42 (NS) | F(1, 16) = .92 (NS) | F(1, 16) = 1.00 (NS) | |
| 3rd session within-session gains | F(1, 16) = .18 (NS) | F(1, 16) = 1.56 (NS) | F(1,16) = 1.89 (NS) | F(1, 16) = .23 (NS) | |
| 2nd to 1st between-sessions gains | F(1, 16) = .08 (NS) | F(1, 16) = 1.96 (NS) | F(1, 16) = .02 (NS) | F(1, 16) = .98 (NS) | |
| 3rd to 2nd between-sessions gains | F(1, 16) = .34 (NS) | F(1, 16) = .01 (NS) | F(1, 16) = .48 (NS) | F(1, 16) = .74 (NS) | |
| 2nd session delayed gains | F(1, 16) = .66 (NS) | F(1, 16) = 3.11 (NS) | F(1, 16) = .51 (NS) | F(1, 16) = .67 (NS) | |
| 3rd session delayed gains | F(1, 16) = .46 (NS) | F(1, 16) = .52 (NS) | F(1, 16) = 1.62 (NS) | F(1, 16) = .96(NS) |
The session and block effects, interaction between sessions and blocks, as well as the within-session, between-session, and delayed gains effects were analyzed using separate ANOVAs on Δx, SDΔx, Δy, and SDΔy.
p<.05,
p<.01,
p<.001; NS– not significant.