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Review Article

Development of a model by LASSO to predict hospital length of stay (LOS) in patients with the SARS-Cov-2 omicron variant

, , , , , , , , , , ORCID Icon & ORCID Icon show all
Article: 2196177 | Received 21 Nov 2022, Accepted 23 Mar 2023, Published online: 11 Apr 2023

Figures & data

Table 1. General characteristics of the 384 patients on admission.

Figure 1. Flow diagram of the study. A total of 384 patients infected with Omicron variant from January 8 to February 13 in 2022 were enrolled. The final predictive model was constructed by fitting a linear regression model using the predictors selected by the LASSO method. Due to small sample size, bootstrap validation was used to test model performance. A total of 2,000 bootstrap samples were taken and replaced with the same sample size as the original, resulting in the final model.

Figure 1. Flow diagram of the study. A total of 384 patients infected with Omicron variant from January 8 to February 13 in 2022 were enrolled. The final predictive model was constructed by fitting a linear regression model using the predictors selected by the LASSO method. Due to small sample size, bootstrap validation was used to test model performance. A total of 2,000 bootstrap samples were taken and replaced with the same sample size as the original, resulting in the final model.

Table 2. Treatments and outcomes for 384 patients.

Figure 2. Screening process and analysis of results. (a) Histogram of length of hospital stay. Because the patients’ LOS showed a skewed state, log transformation with base e was made to it. (b) Using all the sample and candidate predictors, we employ LASSO to select the primitive predictors. Optimal lambda is 0.395477. (c) Box plot of real LOS and its predicted value. (d) Scatterplot of real LOS and its predicted value.

Figure 2. Screening process and analysis of results. (a) Histogram of length of hospital stay. Because the patients’ LOS showed a skewed state, log transformation with base e was made to it. (b) Using all the sample and candidate predictors, we employ LASSO to select the primitive predictors. Optimal lambda is 0.395477. (c) Box plot of real LOS and its predicted value. (d) Scatterplot of real LOS and its predicted value.

Table 3. Candidate variables selected by the LASSO simulation.

Table 4. Candidate variables again selected by a linear regression model.

Table 5. A prognostic model to predict the length of stay of Omicron patients.

Supplemental material

Supplemental Material

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Data availability statement

The data that support the findings of this study are available from the corresponding author [RZG], upon reasonable request.