Study Population
This study was conducted at the Medical University of South Carolina (MUSC), an academic, tertiary referral center located in Charleston, South Carolina. The study was submitted to the MUSC Internal Review Board (IRB); it was deemed to fall under the umbrella of quality improvement, and thus the IRB advised that approval for human research was not required.
Adults ≥ 18 years of age admitted to the following services between July 1, 2013, and June 30, 2014, were included: general internal medicine or internal medicine subspecialty services (medical intensive care unit (ICU), cardiology, gastroenterology, hepatology, pulmonary, or hematology/oncology services). Using MUSC’s Enterprise Data Warehouse, data were extracted from two local databases: the Medical University Hospital Authority (MUHA) inpatient database, and the hospital’s patient accounting system.
Outcome Measures
In-hospital mortality was the primary outcome. The independent variable of interest was IHT status coded as an unordered categorical variable (IHT vs ED vs clinic). Secondary outcomes included unadjusted length of stay and total cost retrieved from the hospital’s patient accounting system and derived from univariate analysis. Hospital length of stay was calculated as date of admission to date of discharge. Total hospital costs are the summation of both fixed costs (expenses that do not fluctuate based on level of patient care) and variable costs (expenses driven by specific patient care). Both fixed and variable costs were available for all non-physician components of the hospital stay. These include, but are not limited to, surgical suites, catheterization suites, intensive care units, postoperative or post-procedural floor care, respiratory therapy, physical therapy, nursing and other floor personnel, anesthesia, recovery room, medical and surgical supplies, laboratory costs, pharmaceutical costs, pulmonary functions, telemetry, and social services. All costs are reported in 2014 US dollars.16
Covariates
Age, gender, race, insurance status, source of admission, and admitting service were coded as binary or categorical variables. The admitting service was defined as the service in which the attending physician billed for the admission. Distance from MUSC was modeled by determining miles between the center of the patient’s zip code and the medical campus. Accurate data regarding social determinants of care were limited, so the zip code of the patient’s residence was matched to 2010 Census data as a proxy for poverty status. The poverty variable is dichotomous and given a value of 1 if the zip code has ≥ 25% of its residents below the federal poverty level.17 Poverty status was included as a surrogate for income and socioeconomic status, which has been investigated in previous research 1. For the identified population, ICD-9-CM disease codes were captured from all preceding inpatient encounters, including any index admission encounter data. Dichotomous indicators for Elixhauser comorbidities (excluding cardiac arrhythmias), select Charlson comorbidities (myocardial infarction, cerebrovascular disease, and dementia), asthma, hyperlipidemia, and sickle cell disease were derived by using enhanced ICD-9-CM diagnosis codes.18 Because the goal of this study was to explore the potential effects of individual covariates, each comorbidity was included as a dichotomous variable (i.e., CHF yes/no), as has been used in prior research, as opposed to utilizing a summative comorbidity index.16 Admission vital signs, creatinine, potassium, sodium, blood urea nitrogen, white blood cell count, anion gap, albumin, INR, and total bilirubin were retrieved and coded as continuous variables, as has been used in prior research related to predictive modeling of in-hospital medicine patients.16 The earliest laboratory and clinical data available for the admission were used in the model, with a cut-off of 48 h after admission.
Statistical Analysis
Univariate analysis of demographic, clinical, and laboratory variables was performed to identify variables associated with interhospital transfer. For continuous variables, analysis of variance (ANOVA) was utilized to analyze differences among the means. For categorical variables, Pearson’s chi-square test was performed to determine difference in proportions between the admission groups. Four multivariable logistic regression analyses were performed to examine the independent association between IHT status and in-hospital mortality, controlling for several covariates that were potential confounders to the relationship between transfer and death. Groups of covariates were strategically added based on clinical judgment to assess for potential confounding. Backward selection was not performed and all covariates were retained in each model. Each model was run independently. Model 1: IHT status, admitting service, and the interaction between IHT status and admitting service. Model 2: IHT status, admitting service, and patient demographics (gender, age, race, insurance status, poverty, and distance from MUSC). Model 3: IHT status, admitting service, patient demographics, and disease-specific conditions (Elixhauser and Charlson comorbidities). Model 4: IHT status, admitting service, patient demographics, disease-specific conditions, admission vital signs, and patient laboratory data (Supplemental Fig. 1). Of the 9328 patients admitted to the internal medicine services between July 1, 2013, and June 30, 2014, 1757 patients had a missing vital sign or laboratory data. Analysis was performed to determine if the distribution of covariates differed based on whether or not variables were missing. Using logistic regression, a missing variable indicator was regressed on all of the covariates. Results confirmed there was a statistically significant difference in the distribution of covariates for patients with complete versus incomplete data, suggesting the data was not missing completely at random (MCAR). We hypothesized the data was missing at random (MAR) and performed multiple imputation. Multiple imputation is a general approach to the problem of missing data.19 We utilized the multiple imputation procedure in SAS statistical software (PROC MI) to impute the missing data ten times. All covariates were included in the imputation models. Model comparisons between multiple imputations (9328 patients) and complete case analysis (7571 patients) were performed and results were very similar, indicating it is unlikely the results are missing not at random (MNAR) which further supports the hypothesis the data was missing at random (MAR). Multicollinearity was assessed. Multicollinearity exists when two or more of the predictor variables are moderately or highly correlated, limiting conclusions from the model. To correct for multicollinearity, if two variables exhibited high correlation, one was dropped from the model based on clinical relevance. Receiver operating characteristic (ROC) curves for each model were created by plotting sensitivity against (1-specificity) for assessing the accuracy of predictions. The area under the ROC curve (AUC) was used to determine the quality of predictors. SAS 9.4 (SAS Institute Inc., Cary, NC) was used for statistical analyses.