| Literature DB >> 35622197 |
Becky Lou1, Sam Rusk2, Yoav N Nygate2, Luis Quintero1, Oki Ishikawa3, Mark Shikowitz4, Harly Greenberg1.
Abstract
BACKGROUND: Hypoglossal nerve stimulator (HGNS) is a therapeutic option for moderate to severe obstructive sleep apnea (OSA). Improved patient selection criteria are needed to target those most likely to benefit. We hypothesized that the pattern of negative effort dependence (NED) on inspiratory flow limited waveforms recorded during sleep, which has been correlated with the site of upper airway collapse, would contribute to the prediction of HGNS outcome. We developed a machine learning (ML) algorithm to identify NED patterns in pre-treatment sleep studies. We hypothesized that the predominant NED pattern would differ between HGNS responders and non-responders.Entities:
Keywords: Artificial intelligence; Hypoglossal nerve stimulator; Inspiratory flow; Machine learning; Negative effort dependence; Obstructive sleep apnea
Year: 2022 PMID: 35622197 PMCID: PMC9136201 DOI: 10.1007/s11325-022-02641-y
Source DB: PubMed Journal: Sleep Breath ISSN: 1520-9512 Impact factor: 2.655
Fig. 1NED patterns. Signals obtained from the nasal pressure signal (surrogate for airflow) of a sleep study (PSG and HST) demonstrating A non-flow limited inspiratory pattern, B NED minimal, which is defined by a less than 34% reduction from the peak to the plateau of the inspiratory flow signal, C NED non-discontinuous pattern defined as more than a 34% decrease from the peak to the plateau of the inspiratory flow signal, and D NED discontinuous which also has more than a 34% decrease from peak to plateau of the inspiratory signal as well as an abrupt disruption in flow
Fig. 2Dataset description. Description of the datasets used in the study as well as the NED pattern classification and HGNS response modeling. A dataset of 50 patients was split into two sub-datasets. The first (N = 5) is used for the development of a NED pattern classification model which is trained and validated using a leave-one-patient-out (LOPO) cross-validation methodology. The second (N = 45) is used to generate HGNS response variables consisting of a combination of NED-based variables (calculated utilizing the trained NED classification model), demographics, and sleep study indices. A p-value is then calculated for each feature to determine the statistical significance associated with HGNS response
Fig. 3NED classification. A machine learning model was trained to distinguish between different NED patterns: NED minimal, NED non-discontinuous, and NED discontinuous. There was a high agreement between the model and manual annotation with an accuracy of 84%
Effect of HGNS therapy
| Baseline Mean | Baseline 0.25 quartile | Baseline 0.75 quartile | HGNS Mean | HGNS 0.25 quartile | HGNS 0.75 quartile | ||
|---|---|---|---|---|---|---|---|
| Endpoint | |||||||
| AHI | 36.0 | 23.7 | 45.6 | 17.05 | 6.8 | 22.1 | |
| ODI3 | 40.1 | 30.7 | 53.1 | 26.9 | 13.7 | 37.0 | |
| ODI4 | 31.0 | 20.3 | 42.0 | 17.6 | 7.8 | 25.4 | |
| T90 | 0.17 | 0.06 | 0.23 | 0.11 | 0.03 | 0.13 | |
| HBI | 1.49 | 0.69 | 1.86 | 0.67 | 0.15 | 0.83 | |
Effect of HGNS therapy on our patient cohort was compared using Wilcoxon signed-rank test and included AHI as well as metrics of nocturnal oxygen saturation (ODI, T90, and HBI). There is a statistically significant (p < 0.001) difference in this patient cohort in AHI, ODI3, ODI4, T90, and HBI
Test set feature analysis (STAR Trial Responder vs. non-responder characteristics)
| STAR Trial | ΔAHI-50% | ΔODI3-50% | ΔODI4-50% | ΔT90-50% | ΔHBI-50% | |
|---|---|---|---|---|---|---|
| N (# responder, # non-responder) | 26, 15 | 28, 13 | 22, 19 | 18, 23 | 19, 22 | 18, 23 |
| Demographic & clinical variables | ||||||
| Age, yr | 0.90 (60.6, 61.1) | 0.64 (61.4, 59.5) | 1.00 (60.8, 60.8) | 0.67 (61.5, 59.9) | 0.01 (65.3, 55.6) | 0.01 (64.7, 55.8) |
| Gender, M:F | 0.86 (22:4, 13:2) | 0.40 (23:5, 12:1) | 0.85 (19:3, 16:3) | 0.15 (13:5, 22:1) | 0.50 (15:4, 22:2) | 0.58 (14:4, 19:2) |
| Body mass index, kg/m.2 | 0.11 (29.4, 31.2) | 0.06 (29.3, 31.5) | 0.19 (29.2, 30.7) | 0.08 (29.2, 31.1) | 0.85 (29.9, 30.1) | 0.71 (29.8, 30.2) |
| Epworth Sleepiness Scale | 0.99 (10.3, 10.3) | 0.45 (9.89, 11.3) | 0.16 (11.6, 9.23) | 0.12 (11.5, 8.83) | 0.55 (9.86, 10.9) | 0.28 (9.52, 11.4) |
| Sleep study variables | ||||||
| AHI, events/h | 0.84 (35.7, 36.6) | 0.91 (36.2, 35.6) | 0.83 (36.5, 35.6) | 0.85 (36.4, 35.5) | 0.51 (37.5, 34.3) | 0.61 (37.1, 34.7) |
| ODI3, events/h | 0.42 (41.7, 37.2) | 0.20 (42.4, 35.0) | 0.23 (43.5, 37.1) | 0.13 (43.6, 35.5) | 0.15 (43.6, 36.0) | 0.16 (43.4, 35.8) |
| ODI4, events/h | 0.65 (31.9, 29.3) | 0.32 (32.8, 27.1) | 0.24 (34.4, 28.0) | 0.18 (34.1, 27.0) | 0.13 (34.7, 26.6) | 0.10 (34.8, 26.1) |
| T90, %time | 0.05 (0.13, 0.22) | 0.16 (0.14, 0.21) | 0.05 (0.12, 0.21) | 0.01 (0.12, 0.23) | 0.54 (0.15, 0.18) | 0.65 (0.18, 0.15) |
| HBI, (%min)/h | 1.00 (89.1, 89.0) | 0.20 (100.2, 65.1) | 0.69 (94.6, 84.4) | 0.77 (92.4, 84.9) | 0.22 (103.5, 72.4) | 0.02 (114.2, 57.1) |
| NED variable | ||||||
| No discontinuous, % | 0.41 (41, 45) | 0.25 (40, 47) | 0.17 (38, 46) | 0.19 (39, 46) | 0.89 (42, 43) | 0.91 (43, 42) |
| Discontinuous, % | 0.18 (12, 18) | 0.56 (13, 16) | 0.34 (12, 16) | 0.31 (12, 16) | 0.03 (10, 19) | 0.13 (11, 18) |
| Minimal, % | 0.08 (46, 35) | |||||
Responders and non-responders from the test set were identified by the STAR trial definition (AHI reduction by 50% and AHI < 20 events/hr). A two-sided t-test was used to analyze differences in demographic, clinical, sleep study, and NED variables distinguishing responders from non-responders. Other endpoints include reduction by > 50% in AHI (but not fulfilling < 20 events/hr), ODI3, ODI4, T90, and HBI are listed. p-values are listed for each variable associated with each metric. Aside from gender, numbers in parentheses are the mean value (responders, non-responders)