| Literature DB >> 29543891 |
Kim C M Bul1,2,3, Lisa L Doove4, Ingmar H A Franken2, Saskia Van der Oord4,5,6, Pamela M Kato7, Athanasios Maras1.
Abstract
OBJECTIVE: The aim of the current study was to identify which subgroups of children with Attention Deficit Hyperactivity Disorder (ADHD) benefitted the most from playing a Serious Game (SG) intervention shown in a randomized trial to improve behavioral outcomes.Entities:
Mesh:
Year: 2018 PMID: 29543891 PMCID: PMC5854282 DOI: 10.1371/journal.pone.0193681
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.240
Fig 1Study flow diagram.
Fig 2Results of the application of Virtual Twins with outcome time management.
The ellipses in the figure represent the internal nodes containing the split variables, with below each ellipsis the corresponding split point. The upper ellipsis represents the root node corresponding to the complete group of children. The rectangles represent the leaves of the tree, that is, the final subgroups of children; each rectangle contains the sample size of the corresponding subgroup (N), and the mean estimated individual differential treatment effect (). The leaves in which the estimated individual differential treatment effect exceeds the threshold c = 8.18) are represented by solid rectangles. It should be noted that after post-processing of the results, it appears that there is insufficient evidence that the subgroups in these leaves have a significantly better outcome on time management skills compared to the total group of children. Subgroup estimated treatment effect was 8.07 (d = 0.56). Total group estimated treatment effect was 6.99 (d = 0.48).
Sample characteristics.
| Total (N = 143) | SG (n = 64) | TAUx (n = 79) | Group Comparison | |||||
|---|---|---|---|---|---|---|---|---|
| 117 | (82%) | 51 | (80%) | 66 | (84%) | |||
| 26 | (18%) | 13 | (20%) | 13 | (16%) | |||
| 9.90 | (1.26) | 10.00 | (1.29) | 9.82 | (1.24) | |||
| 105.93 | (14.49) | 104.52 | (13.68) | 107.08 | (15.11) | |||
| 105 | (74%) | 48 | (75%) | 57 | (72%) | |||
| 32 | (22%) | 11 | (17%) | 21 | (27%) | |||
| 6 | (4%) | 5 | (8%) | 1 | (1%) | |||
| 16.08 | (5.03) | 15.30 | (5.01) | 16.72 | (4.98) | |||
| 13.86 | (5.65) | 14.44 | (5.16) | 13.39 | (6.01) | |||
| 8.12 | (4.92) | 8.75 | (5.26) | 7.61 | (4.60) | |||
| 1.92 | (2.53) | 2.22 | (2.65) | 1.67 | (2.42) | |||
| 72 | (50%) | 32 | (50%) | 40 | (51%) | |||
| 71 | (50%) | 32 | (50%) | 39 | (49%) | |||
| 131 | (92%) | 58 | (91%) | 73 | (92%) | |||
| 12 | (8%) | 6 | (9%) | 6 | (8%) | |||
| 49.78 | (16.38) | 50.55 | (17.57) | 49.16 | (15.44) | |||
| 20.90 | (4.55) | 21.53 | (4.35) | 20.38 | (4.68) | |||
| 8.74 | (3.14) | 8.73 | (2.58) | 8.75 | (3.55) | |||
Independent sample t-tests were performed to calculate differences between continuous variables for which Mean +/- SD are presented. Chi-square test was used to calculate differences between categorical variables. Fisher’s Exact Tests were used in case of observations with expected value < 5.
a IQ = Intelligence Quotient
b * p < .05.
Fig 3Results of the application of Virtual Twins with outcome Behaviour Rating Inventory of Executive Function (BRIEF).
The ellipses in the figure represent the internal nodes containing the split variables, with below each ellipsis the corresponding split point. The upper ellipsis represents the root node corresponding to the complete group of children. The rectangles represent the leaves of the tree, that is, the final subgroups of children; each rectangle contains the sample size of the corresponding subgroup (N), and the mean estimated individual differential treatment effect (). The leaves in which the estimated individual differential treatment effect exceeds the threshold c = 0.67) are represented by solid rectangles. Post-processing of the results suggest that there is an indication that the subgroups in these leaves have a significantly better outcome on BRIEF compared to the total group of children. Subgroup estimated treatment effect was 2.17 (d = 0.65). Total group estimated treatment effect was 0.65 (d = 0.20).
Fig 4Results of the application of Virtual Twins with as outcome Social Skills Rating System (SSRS).
The ellipses in the figure represent the internal nodes containing the split variables, with below each ellipsis the corresponding split point. The upper ellipsis represents the root node corresponding to the complete group of children. The rectangles represent the leaves of the tree, that is, the final subgroups of children; each rectangle contains the sample size of the corresponding subgroup (N), and the mean estimated individual differential treatment effect (). The leaves in which the estimated individual differential treatment effect exceeds the threshold c = 0.43) are represented by solid rectangles. It should be noted that after post-processing of the results, it appears that there is insufficient evidence that the subgroups in these leaves have a significantly better outcome on SSRS compared to the total group of children. Subgroup estimated treatment effect was 1.39 (d = 0.44). Total group estimated treatment effect was 0.69 (d = 0.23).