Machine Learning Methods for Predicting Cancer Complications Using Smartphone Sensor Data: A Prospective Study
Abstract
1. Introduction
2. Methods
2.1. Study Population and Procedures
2.2. Demographic and Clinical Information
2.3. Passively Generated Data
2.4. Complications
2.5. Symptoms
2.6. Dataset Structure and Analytical Tasks
2.7. Statistical Analysis
3. Results
3.1. Clinical and Demographic Data of the Patients
3.2. Identification of Complications
- Decision Tree (DT): The DT model was developed with the threshold of 20 minimum number of observations in a node and set the maximum depth of the tree to 30, as altering them did not yield improved results.
- Extreme Gradient Boosting (XgBoost): The XgBoost model employed cross-validation with five folds and learning rate of 0.4. The maximum depth of tree was set to one.
- K-Nearest Neighbor (KNN): The KNN model was constructed using seven nearest neighbors.
- Support Vector Machine (SVM): The SVM model was created using a linear function and featured 46 support vectors.
- Ensemble: The Ensemble model was created by combining all the obtained models results and predicted complications when at least one of all the models predicted it.
3.3. Identification of New or Worsening Symptoms
4. Discussion
5. Conclusions
Supplementary Materials
Author Contributions
Funding
Institutional Review Board Statement
Informed Consent Statement
Data Availability Statement
Conflicts of Interest
References
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| Variable | Sensor Used to Create the Variable | Description |
|---|---|---|
| Activity duration ratio | Accelerometer | The ratio of physical activity duration per day. The calculation follows these steps: (1) The variance of accelerometer coordinates is being calculated for each minute: v(d, m) = vx(d, m) + vy(d, m) + vz(d, m), where vx—the variance of x coordinate values, vy—the variance of y coordinate values, vz—the variance of z coordinate values, d—day, and m—minute. (2) Periods of unchanging phone status are identified: if the variance of coordinates is less than a threshold of 0.0001 g2, it is assumed that the phone state does not change for that minute [40]. (3) All periods of steady phone states are summed up. |
| Exertional activity duration ratio | Accelerometer | The ratio of exertional physical activity duration per day. If the variance of coordinates is more than a threshold of 0.15 g2, it is assumed the phone state is changing for that minute and the exertional activity is identified [40]. All those minutes per day are summed up. |
| Active period | Accelerometer | Active period per day. To identify active period, firstly, the passive period is identified. The nearest periods of unchanged states are combined: since the patient can be active during the passive period, the adjacent periods of the unchanged states are combined, which are not less than the minimum permissible length of the period of the unchanged state and between which the active period does not exceed the maximum permissible period of activity. After testing, the optimal MPL is set to 60 min and the MPP is 2 min. The rest period of the day is denoted to active period. |
| Speed | GPS | The average speed per day (km/h). |
| Walking/jogging speed | GPS | The average speed (km/h) for movement classified as walking/jogging (<10 km/h). |
| Movement duration ratio | GPS | The ratio of movement duration per day (walking/jogging). |
| Time spent at home ratio | GPS | The ratio of time spent at the most frequently visited place, supposedly home. The identification of home follows these steps: (1) the most frequent values of coordinates in the time range of 2 a.m. and 5 a.m. are found; (2) these coordinates are assigned to “home” coordinates; (3) 10 m radius is attributed to the same place. |
| Distance to home | GPS | The average distance to home per day (km). The distance to the coordinates, which were assigned to home, is calculated using pointDistance function (raster library, RStudio). |
| Places of interest (POI) | GPS | The number of places of interest (POI) per day. POI is described as the place in which a patient spends not less than 30 min. The location is evaluated from coordinates. 100 m radius is attributed to the same place. |
| Screen time ratio | Power State | The ratio of smartphone screen on duration per day. |
| Complications | Symptoms | ||||||
|---|---|---|---|---|---|---|---|
| Clinical and demographic parameter | Characteristic | Yes n = 28 (25.9%) | No n = 80 (74.1%) | χ2 p-value | Yes n = 71 (65.7%) | No n = 37 (34.3%) | χ2 p-value |
| Age | 18–25 | 2 (7.1) | 2 (2.5) | 4.891 0.179 | 2 (2.8) | 2 (5.4) | 3.295 0.348 |
| 26–40 | 2 (7.1) | 11 (13.7) | 12 (16.9) | 2 (5.4) | |||
| 41–64 | 18 (64.3) | 37 (46.3) | 34 (47.9) | 21 (56.8) | |||
| ≥65 | 6 (21.5) | 30 (37.5) | 23 (32.4) | 12 (32.4) | |||
| Sex | Male | 11 (39.3) | 32 (40.0) | 0.000 1.000 | 20 (28.2) | 23 (62.2) | 10.353 0.001 |
| Female | 17 (60.7) | 48 (60.0) | 51 (71.8) | 14 (37.8) | |||
| Education | With Academic degree | 14 (50.0) | 52 (65.0) | 1.383 0.239 | 49 (69.0) | 18 (48.6) | 3.462 0.062 |
| Without Academic degree | 14 (50.0) | 28 (35.0) | 22 (31.0) | 19 (51.4) | |||
| Marital status | Single | 3 (10.7) | 7 (8.8) | 0.532 0.911 | 5 (7.0) | 5 (13.5) | 3.146 0.369 |
| Married | 19 (67.9) | 59 (73.8) | 50 (70.4) | 28 (75.7) | |||
| Divorced | 2 (7.1) | 6 (7.5) | 6 (8.5) | 2 (5.4) | |||
| Widowed | 4 (14.3) | 8 (10.0) | 10 (14.1) | 2 (5.4) | |||
| Living area | Urban | 20 (71.4) | 57 (71.3) | 0.000 1.000 | 47 (66.2) | 30 (81.1) | 1.956 0.161 |
| Rural | 8 (28.6) | 23 (28.7) | 24 (33.8) | 7 (18.9) | |||
| Occupation and employment status | Employed | 15 (53.6) | 45 (56.3) | 3.585 0.309 | 44 (62.0) | 18 (48.6) | 6.895 0.075 |
| Unemployed | 1 (3.6) | 5 (6.2) | 4 (5.6) | 1 (2.7) | |||
| Retired | 7 (25.0) | 25 (31.3) | 20 (28.2) | 11 (29.7) | |||
| Other | 5 (17.8) | 5 (6.2) | 3 (4.2) | 7 (18.9) | |||
| Smartphone operating system | Android | 26 (92.9) | 74 (92.5) | 0.375 0.828 | 65 (91.5) | 34 (91.9) | 2.223 0.328 |
| iOS | 2 (7.1) | 5 (6.3) | 6 (8.5) | 2 (5.4) | |||
| Other | 0 (0) | 1 (1.2) | 0 (0) | 1 (2.7) | |||
| Cancer type | Breast | 2 (7.1) | 12 (15.0) | 19.684 0.019 | 12 (16.9) | 3 (8.1) | 26.525 0.001 |
| Cervix | 6 (21.5) | 14 (17.5) | 17 (23.9) | 3 (8.1) | |||
| Prostate | 2 (7.1) | 17 (21.3) | 7 (9.9) | 12 (32.4) | |||
| Digestive tract | 6 (21.5) | 5 (6.2) | 6 (8.5) | 4 (10.8) | |||
| Lungs | 2 (7.1) | 2 (2.5) | 1 (1.4) | 3 (8.1) | |||
| Uterus | 2 (7.1) | 12 (15.0) | 14 (19.7) | 0 (0) | |||
| Hematological | 1 (3.6) | 5 (6.2) | 4 (5.6) | 2 (5.4) | |||
| Mouth | 4 (14.3) | 1 (1.3) | 2 (2.8) | 3 (8.1) | |||
| Other | 3 (10.7) | 12 (15.0) | 8 (11.3) | 7 (19.0) | |||
| History of systemic treatment | Yes | 14 (50.0) | 32 (40.0) | 0.488 0.484 | 29 (40.8) | 17 (45.9) | 0.092 0.761 |
| No | 14 (50.0) | 48 (60.0) | 42 (59.2) | 20 (54.1) | |||
| Current systemic treatment | Yes | 23 (82.1) | 50 (62.5) | 2.811 0.093 | 45 (63.4) | 28 (75.7) | 1.164 0.280 |
| No | 5 (17.9) | 30 (37.5) | 26 (36.6) | 9 (24.3) | |||
| Current radiotherapy | Yes | 15 (53.6) | 47 (58.8) | 0.064 0.799 | 45 (63.4) | 17 (49.9) | 2.352 0.125 |
| No | 13 (46.4) | 33 (41.2) | 26 (36.6) | 20 (54.1) | |||
| ECOG | 0 | 25 (89.3) | 69 (86.2) | 3.631 0.162 | 61 (85.9) | 34 (91.9) | 1.076 0.583 |
| 1 | 2 (7.1) | 11 (13.8) | 9 (12.7) | 3 (8.1) | |||
| 2 | 1 (3.6) | 0 (0) | 1 (1.4) | 0 (0) | |||
| Metric | Accuracy | Specificity | Sensitivity |
|---|---|---|---|
| DT | 76% | 83% | 67% |
| XgBoost | 71% | 100% | 33% |
| KNN | 62% | 92% | 22% |
| SVM | 66% | 92% | 33% |
| Ensemble | 81% | 75% | 89% |
| Variable | Number of Patients with Decreased (Increased) Activity and Sociability (%) | Decreased or Increased |
|---|---|---|
| Depression | ||
| Screen time ratio | 7 out of 23 (30.43%) | Increased |
| Movement duration ratio | 12 out of 23 (52.17%) | Decreased |
| Distance from home | 17 out of 23 (73.91%) | Decreased |
| Fatigue | ||
| Screen time ratio | 24 out of 41 (58.53%) | Decreased |
| Time spent at home ratio | 20 out of 41 (48.78%) | Increased |
| Distance from home | 18 out of 41 (43.90%) | Decreased |
| Average speed of movement | 18 out of 41 (43.90%) | Decreased |
| Vomiting | ||
| Activity frequency | 3 out of 8 (37.50%) | Decreased |
| Screen time ratio | 5 out of 8 (62.50%) | Decreased |
| Time spent at home ratio | 3 out of 8 (37.50%) | Increased |
| Variable | Model | MAE (95% CI) |
|---|---|---|
| Depression | ||
| Screen time ratio | Tbats | 0.32 (0.01–2.05) |
| Movement duration ratio | LSTM | 0.21 (0.01–0.94) |
| Distance from home | ARIMA | 9.30 (0.15–11.85) |
| Fatigue | ||
| Screen time ratio | Tbats | 0.47 (0.02–1.71) |
| Time spent at home ratio | LSTM | 0.05 (0.01–0.10) |
| Distance from home | GRNN | 15.41(4.43–29.67) |
| Average speed of movement | Tbats | 0.03 (0.01–0.16) |
| Vomiting | ||
| Activity frequency | Holt | 0.03 (0.01–0.16) |
| Screen time ratio | ARIMA | 0.32 (0.02–1.03) |
| Time spent at home ratio | ARIMA | 0.06 (0.01–011) |
| Variable | Days Before Determining (Mean ± SD) | The Number of Patients with Symptoms Detected Earlier (%) |
|---|---|---|
| Depression | ||
| Screen time ratio | 9 ± 4.47 | 10 out of 23 (38.47%) |
| Distance from home | 8 ± 6.11 | 7 out of 23 (26.93%) |
| Fatigue | ||
| Screen time ratio | 7 ± 4.92 | 12 out of 41 (29.28%) |
| Distance from home | 9 ± 2.91 | 11 out of 41 (26.83%) |
| Average speed of movement | 7 ± 4.70 | 12 out of 41 (29.28%) |
| Vomiting | ||
| Screen time ratio | 9 ± 4.04 | 3 out of 8 (33.33%) |
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Dargė, G.; Kasputytė, G.; Savickas, P.; Bunevičius, A.; Bunevičienė, I.; Korobeinikova, E.; Vaitiekus, D.; Inčiūra, A.; Jaruševičius, L.; Bunevičius, R.; et al. Machine Learning Methods for Predicting Cancer Complications Using Smartphone Sensor Data: A Prospective Study. Appl. Sci. 2026, 16, 249. https://doi.org/10.3390/app16010249
Dargė G, Kasputytė G, Savickas P, Bunevičius A, Bunevičienė I, Korobeinikova E, Vaitiekus D, Inčiūra A, Jaruševičius L, Bunevičius R, et al. Machine Learning Methods for Predicting Cancer Complications Using Smartphone Sensor Data: A Prospective Study. Applied Sciences. 2026; 16(1):249. https://doi.org/10.3390/app16010249
Chicago/Turabian StyleDargė, Gabrielė, Gabrielė Kasputytė, Paulius Savickas, Adomas Bunevičius, Inesa Bunevičienė, Erika Korobeinikova, Domas Vaitiekus, Arturas Inčiūra, Laimonas Jaruševičius, Romas Bunevičius, and et al. 2026. "Machine Learning Methods for Predicting Cancer Complications Using Smartphone Sensor Data: A Prospective Study" Applied Sciences 16, no. 1: 249. https://doi.org/10.3390/app16010249
APA StyleDargė, G., Kasputytė, G., Savickas, P., Bunevičius, A., Bunevičienė, I., Korobeinikova, E., Vaitiekus, D., Inčiūra, A., Jaruševičius, L., Bunevičius, R., Krikštolaitis, R., Krilavičius, T., & Juozaitytė, E. (2026). Machine Learning Methods for Predicting Cancer Complications Using Smartphone Sensor Data: A Prospective Study. Applied Sciences, 16(1), 249. https://doi.org/10.3390/app16010249

