| Literature DB >> 28546137 |
Megan K O'Brien1,2, Nicholas Shawen1, Chaithanya K Mummidisetty1, Saninder Kaur1, Xiao Bo3, Christian Poellabauer3, Konrad Kording2, Arun Jayaraman1,2.
Abstract
BACKGROUND: Smartphones contain sensors that measure movement-related data, making them promising tools for monitoring physical activity after a stroke. Activity recognition (AR) systems are typically trained on movement data from healthy individuals collected in a laboratory setting. However, movement patterns change after a stroke (eg, gait impairment), and activities may be performed differently at home than in a lab. Thus, it is important to validate AR for gait-impaired stroke patients in a home setting for accurate clinical predictions.Entities:
Keywords: activities of daily living; ambulatory monitoring; machine learning; smartphone; stroke rehabilitation
Mesh:
Year: 2017 PMID: 28546137 PMCID: PMC5465379 DOI: 10.2196/jmir.7385
Source DB: PubMed Journal: J Med Internet Res ISSN: 1438-8871 Impact factor: 5.428
Activity recognition model features from accelerometer and gyroscope signals.
| Description | Number of features |
| Mean, range, and interquartile range | 3 (per axis) |
| Moments: standard deviation, skew, and kurtosis | 3 (per axis) |
| Histogram: bin counts of z-scores from -2 to 2 | 4 (per axis) |
| Moments of derivative: mean, standard deviation (SD), skew, and kurtosis | 4 (per axis) |
| Mean of the squared norm | 1 |
| Sum of axial standard deviations | 1 |
| Pearson correlation coefficient, r(xy), r(xz), r(yz) | 1 (per axis) |
| Mean cross products (raw and normalized), xy, xz, yz | 2 (per axis) |
| Absolute mean of cross products (raw and normalized) | 2 (per axis) |
| Power spectra: mean, standard deviation, skew, and kurtosis | 4 (per axis) |
| Mean power in 0.5 Hz bins from 0-10 Hz | 20 (per axis) |
Activity recognition model features from barometer signals.
| Description | Number of features |
| Moments of derivative: mean, SD, skew, and kurtosis | 4 |
| SD, range, and interquartile range | 3 |
| Slope of linear regression | 1 |
Figure 1Efficacy of stroke AR was compared using three types of models.
Data loss: average and 95% CIs for percentage of activity labels lost to transmission drop, noncompliance, and mislabeling for each population and environment.
| Loss type | Healthy | Stroke | |
| Home | 50.6 (40.8-60.4) | 44.9 (28.9-61.4) | |
| Lab1 | N/Aa | 11.9 (0.8-23.0) | |
| Lab 2 | N/A | 31.0 (14.2-47.9) | |
| Home | 15.2 (4.9-25.4) | 23.6 (13.3-33.9) | |
| Lab1 | N/A | 3.7 (0.4-7.1) | |
| Lab 2 | N/A | 1.4 (0-3.0) | |
| Home | 2.5 (1.0-3.9) | 12.4 (1.2-23.0) | |
| Lab1 | N/A | 12.1 (0.8-23.3) | |
| Lab 2 | N/A | 23.3 (8.9-37.7) |
aN/A: not available.
Figure 2(A) Prevalence of activity classes within the healthy population (gray) and within the stroke population (orange). (B) Prevalence of classes for each of the six Stroke subjects included in the personal environmental models. The total number of instances for each population or subject is shown in italics.
Figure 3(A) Confusion matrices for each population model, showing average activity recall across test subjects. (B) Boxplots of activity recall for each population model.
Figure 4(A) Confusion matrices for each gait impairment in the Healthy-to-Stroke model. (B) For a Healthy training set, walking speed in the 10MWT is positively correlated with mean recall across ambulatory activities (left) and negatively correlated with misclassification of ambulatory activities as stationary (right) when using a Healthy training set. (C) For a Stroke training set, mean recall and misclassifications of ambulatory activities are similar between gait impairment groups.
Figure 5(A) Confusion matrices and (B) boxplots of activity recall for the personal environmental models.
Figure 6Average and SD of mean recall for (A) population models and (B) gait impairment models using different subject sample sizes in training data (1200 random instances pulled, repeated 1000 times).