| Literature DB >> 36034907 |
Dong-Dong Wang1, Ya-Feng Li2, Yi-Zhen Mao3, Su-Mei He4, Ping Zhu5, Qun-Li Wei1.
Abstract
The present study aimed to explore the effect of carnitine supplementation on body weight in patients with polycystic ovary syndrome (PCOS) and predict an appropriate dosage schedule using a machine-learning approach. Data were obtained from literature mining and the rates of body weight change from the initial values were selected as the therapeutic index. The maximal effect (Emax) model was built up as the machine-learning model. A total of 242 patients with PCOS were included for analysis. In the machine-learning model, the Emax of carnitine supplementation on body weight was -3.92%, the ET50 was 3.6 weeks, and the treatment times to realize 25%, 50%, 75%, and 80% (plateau) Emax of carnitine supplementation on body weight were 1.2, 3.6, 10.8, and 14.4 weeks, respectively. In addition, no significant relationship of dose-response was found in the dosage range of carnitine supplementation used in the present study, indicating the lower limit of carnitine supplementation dosage, 250 mg/day, could be used as a suitable dosage. The present study first explored the effect of carnitine supplementation on body weight in patients with PCOS, and in order to realize the optimal therapeutic effect, carnitine supplementation needs 250 mg/day for at least 14.4 weeks.Entities:
Keywords: body weight; carnitine supplementation; machine learning; polycystic ovary syndrome; predicting
Year: 2022 PMID: 36034907 PMCID: PMC9399747 DOI: 10.3389/fnut.2022.851275
Source DB: PubMed Journal: Front Nutr ISSN: 2296-861X
FIGURE 1The goodness-of-fit plots of a model. (A) Individual predictions vs. observations, (B) conditional-weighted residuals (WRES) vs. time.
FIGURE 2The distribution of conditional-weighted residuals (WRES) for a model.
FIGURE 3Prediction-corrected visual predictive check plots. Median, 2.5% CI, and 97.5% CI were simulated by Monte Carlo (n = 1,000); CI, confidence interval. a–d: 4 groups from included studies (16–19).
Parameter estimates of the final model and 95% confidential interval.
| Parameter | Estimate | Simulation ( | Bias | |
|
| ||||
| Median | 95% confidence interval | |||
| Emax, % | −3.92 | −3.92 | [−3.92, −3.92] | 0 |
| ET50, weeks | 3.6 | 3.6 | [0.297, 9.89] | 0 |
| ωEmax | 0.106 | 0.098 | [0.003, 0.339] | −0.075 |
| ωET50 | 0.867 | 0.376 | [0.003, 2.117] | −0.566 |
| ε | 0.01 | 0.01 | [0.01, 0.01] | 0 |
95% confidential interval is shown with 2.5th, 97.5th percentile; Emax is the maximal effect; ET50 is the treatment duration to reach half of Emax; ωEmax is the inter-study variability of Emax; ωET50 is the inter-study variability of ET50; and ε is the residual error; bias = (median-estimate)/estimate.
FIGURE 4Model prediction.