| Literature DB >> 24711792 |
Aki Nikolaidis1, Michelle W Voss2, Hyunkyu Lee3, Loan T K Vo4, Arthur F Kramer5.
Abstract
Researchers have devoted considerable attention and resources to cognitive training, yet there have been few examinations of the relationship between individual differences in patterns of brain activity during the training task and training benefits on untrained tasks (i.e., transfer). While a predominant hypothesis suggests that training will transfer if there is training-induced plasticity in brain regions important for the untrained task, this theory lacks sufficient empirical support. To address this issue we investigated the relationship between individual differences in training-induced changes in brain activity during a cognitive training videogame, and whether those changes explained individual differences in the resulting changes in performance in untrained tasks. Forty-five young adults trained with a videogame that challenges working memory, attention, and motor control for 15 2-h sessions. Before and after training, all subjects received neuropsychological assessments targeting working memory, attention, and procedural learning to assess transfer. Subjects also underwent pre- and post-functional magnetic resonance imaging (fMRI) scans while they played the training videogame to assess how these patterns of brain activity change in response to training. For regions implicated in working memory, such as the superior parietal lobe (SPL), individual differences in the post-minus-pre changes in activation predicted performance changes in an untrained working memory task. These findings suggest that training-induced plasticity in the functional representation of a training task may play a role in individual differences in transfer. Our data support and extend previous literature that has examined the association between training related cognitive changes and associated changes in underlying neural networks. We discuss the role of individual differences in brain function in training generalizability and make suggestions for future cognitive training research.Entities:
Keywords: cognitive training; neuroplasticity; tranfser; video games; working memory
Year: 2014 PMID: 24711792 PMCID: PMC3968753 DOI: 10.3389/fnhum.2014.00169
Source DB: PubMed Journal: Front Hum Neurosci ISSN: 1662-5161 Impact factor: 3.169
Figure 1In this image, a Space Fortress schematic illustrates various components of the game. The player moves the ship, named “OWNSHIP” in this image, around the screen, while attempting to stay within the surrounding larger hexagon and firing missiles at the central hexagon, which represents the Space Fortress. Mines, bonuses, and other items come across the screen, to which the player must handle quickly and efficiently. The bottom gives indications to the player of their Points score, Control score, Velocity score, as well as the Space Fortress' vulnerability level, the identity of the mine on screen, the mine identification interval (not depicted), the speed score, and the number of shots the player has remaining. This image was taken from previous work using Space Fortress (Lee et al., 2012).
Figure 2This figure serves as an outline of the current study. The top section describes the behavioral and fMRI inputs that we used to find statistical peaks in the relationship between Space Fortress BOLD signal and the individual differences in changes in performance to both the SMS task and CD task. We calculated separate pre- and post-analyses for both the SMS and CD behavioral data. Given that the BOLD signal only showed a relationship to the SMS task, we only created ROIs surrounding the statistical peaks in the SMS task fMRI analysis. We then extracted the percent signal change from all of these ROIs from both pre- and post-sessions, and subtracted the percent signal change of pre from post to obtain our metric of the change in neural representation of the Space Fortress task, which we operationalize as brain plasticity. Then, we applied the metrics of plasticity from the regions associated with working memory to a multiple regression analysis, to predict individual differences in performance changes in the SMS task. The plasticity values from all regions were entered into a separate multiple regression equation to assess whether regions not associated with working memory would supply a unique contributtion to the variance in individual differences in performance changes to the Sternberg task, which was not the case.
This table summarizes the locations of the fMRI activation predictors in the current study.
| Caudate-L | −18, −8, 24 | 4.12 | 0.523 |
| Fusiform cortex-L | −34, −46, −10 | 4.11 | 0.522 |
| Insular cortex-L | −40, 4, −10 | 3.70 | 0.483 |
| PCG-R | 62, −14, 28 | 3.16 | 0.426 |
| PCG SPL-R | 28, −36, 52 | 3.98 | 0.510 |
| SPL-R | 26, −44, 50 | 3.24 | 0.435 |
| Supramarginal gyrus-R | 64, −20, 24 | 3.04 | 0.413 |
| PCG-R | 18, −36, 48 | 2.84 | 0.390 |
| Precuneus-R | 22, −56, 18 | 3.28 | 0.439 |
| SPL-R | 28, −38, 46 | 3.35 | 0.447 |
| Supramarginal gyrus-R | 50, −40, 30 | 2.81 | 0.386 |
| No areas passed a threshold of | |||
| No areas passed a threshold of | |||
The top portion of the table corresponds to ROIs that demonstrated a significant relationship between pre-training BOLD activity and performance changes to the SMS task, while the middle of this table corresponds to ROIs that demonstrated a significant relationship between post-training BOLD activity and performance changes to the SMS task. The pre-training BOLD activity peaks all belong to a single 15,725 voxel cluster, and the post-training BOLD activity peaks all belong to a single 1896 voxel cluster. The bottom portion of the table shows the null results found in the CD task. In the first column, the names of the approximate regions in which the ROIs are located, as according to the Harvard-Oxford Cortical and Subcortical Structural Atlases. Each ROI name is accompanied by an L to denote that it belongs to the left hemisphere, or an R to denote that it belongs to the right hemisphere. In the second column, MNI coordinates of the same ROIs are provided. The third column provides the significance level of the relationship between transfer and the BOLD signal for the Space Fortress > Fixation contrast at that given ROI. All ROIs in this column passed a Z = 1.96 significance threshold and a p = 0.01 cluster threshold. The fourth column offers a reverse of the Fisher's Z transformation to offer an averaged Pearson's r for all voxels contained in each 10 mm peak ROI. These r-values were calculated based on the following formula: r = , where Z is the significance value, and N corresponds to sample size.
Figure 3These figures display the location of the areas in the pre-training (A) and post-training sessions (B) in which the Space Fortress > Fixation BOLD signal demonstrates a significant correlation with individual differences in performance changes in the SMS task. The axial slices are arranged in ascending order, and the z coordinate value in MNI space is placed above each slice. Each axial slice contains at least one of the peak ROIs of this analysis. All peaks are shown, and for viewing purposes, the statistical maps are set to a Z threshold of 3.0 in (A), and 2.3 in (B).
This table summarizes the progression of the backwards multiple regression model from including the plasticity of several regions associated with working memory to including only the Precuneus, PCG SPL, and PCG.
| 1 | 0.614 | 0.377 | 0.259 | 0.084 |
| 2 | 0.614 | 0.377 | 0.279 | 0.082 |
| 3 | 0.614 | 0.377 | 0.297 | 0.081 |
| 4 | 0.613 | 0.376 | 0.314 | 0.080 |
| 5 | 0.609 | 0.370 | 0.324 | 0.080 |
In backwards multiple regression, the first model begins with all available information, and in each round removes the least important variable until it converges on an optimal solution. This iterative model attempts to maximize the adjusted R-value, which is an estimate of the explanatory power of this model in an independent sample drawn from the same population.
Predictors: (Constant), SPL (32, −42, 62), SPL (26, −44, 50), Caudate (−18, −8, 24), Precuneus (22, −56, 18), PCG SPL (28, −36, 52), PCG (18, −36, 48), PCG (62, −14, 28).
Predictors: (Constant), SPL (32, −42, 62), SPL (26, −44, 50), Precuneus (22, −56, 18), PCG SPL (28, −36, 52), PCG (18, −36, 48), PCG (62, −14, 28).
Predictors: (Constant), SPL (32, −42, 62), SPL (26, −44, 50), Precuneus (22, −56, 18), PCG SPL (28, −36, 52), PCG (62, −14, 28).
Predictors: (Constant), SPL (32, −42, 62), Precuneus (22, −56, 18), PCG SPL (28, −36, 52), PCG (62, −14, 28).
Predictors: (Constant), Precuneus (22, −56, 18), PCG SPL (28, −36, 52), PCG (62, −14, 28).
Figure 4A multiple regression equation using changes in brain activity in the SPL, PCG, and precuneus was able to predict 37% of the variance in performance changes in the SMS task. This scatterplot graphs this relationship. The X-axis corresponds to standardized predicted performance changes in the SMS task using the model based on change in brain activity, while the Y-axis corresponds to the actual changes in the SMS task. The squared correlation between the X and Y axes corresponds to an R2-value of 0.37.