| Literature DB >> 33948528 |
David M Poetker1,2, David R Friedland1, Jazzmyne A Adams1, Ling Tong3, Kristen Osinski4, Jake Luo3.
Abstract
OBJECTIVE: The objective of this study was to determine the impact of patient demographics and socioeconomic factors on the utilization of tertiary rhinology care services in an upper Midwestern academic medical center. STUDYEntities:
Keywords: health care disparities; social determinants of health; socioeconomic factors
Year: 2021 PMID: 33948528 PMCID: PMC8053774 DOI: 10.1177/2473974X211009830
Source DB: PubMed Journal: OTO Open ISSN: 2473-974X
Characteristics of Adult Patients: Rhinology Services, Froedtert Health System, and Southeastern Wisconsin (2010-2014).
| Patients, % (No.)[ | Effect size (A vs B) | ||||
|---|---|---|---|---|---|
| A: Rhinology (n = 8325) | B: Froedtert Health (n = 1,365,021) | SE Wisconsin (n = 2,083,474) | Odds ratio[ | 95% CI | |
| Age, y, median (95% CI) | 58.9 (24.6-88.9) | 50.8 (4.2-95.6) | 47.1 | 0.19[ | 0.174-0.217 |
| Women | 57.6 (4799) | 50.2 (685,240) | 50.7 (1,056,113) | 1.35 | 1.293-1.410 |
| Race | |||||
| White | 85 (7079) | 72 (982,471) | 88 (1,622,691) | 2.21 | 2.083-2.350 |
| Black | 9.3 (778) | 15.6 (213,399) | 6.0 (288,362) | 0.56 | 0.517-0.600 |
| Asian | 1.3 (109) | 2.2 (29,474) | 1.6 (49,721) | 0.60 | 0.497-0.726 |
| Other | 2.5 (205) | 6.0 (82,403) | 2.4 (89,264) | — | |
| Unknown | 1.8 (154) | 0.7 (9751) | 2.0 (33,436) | — | |
| Insurance | |||||
| Private | 60.0 (4994) | 49.8 (680,346) | 57.2 (1,169,000) | 1.50 | 1.444-1.577 |
| Public | 38.1 (3168) | 36.5 (497,872) | 31.4 (643,000) | 1.06 | 1.024-1.119 |
| Other | 0.9 (75) | 1.2 (16,357) | 3.6 (74,000) | — | |
| Self-pay | 0.6 (54) | 3.8 (52,065) | 7.7 (157,000) | 0.16 | 0.126-0.215 |
| No insurance record | 0.4 (34) | 8.7 (118,381) | 0.04 | 0.031-0.060 | |
Values are presented as % (No.) unless noted otherwise.
For race, sex, and insurance variables, because they are categorical, we used odds ratios (ORs) as effect size statistics: OR >1, greater odds of association with the variable and utilization outcome; OR = 1, no association between variable and outcome; OR <1, lower odds of association between the variable and utilization.
For the age variable, because it is continuous value, we used Cohen d as the effect size statistic: d = 0.2, small effect size; 0.5, medium effect size; 0.8, large effect size.
Figure 1.Geographic variation in tertiary rhinology utilization rate (top) and median income (bottom) for each zip code in Wisconsin, with a focus on southeast Wisconsin and the area immediately surrounding the tertiary rhinology clinic (red star).
Rhinology Utilization, Race, Insurance Status, and Education Among Income Categories of 126 Zip Codes in Southeast Wisconsin.
| Income,[ | |||||||||
|---|---|---|---|---|---|---|---|---|---|
| <42,000 | 42,000-53,100 | >53,100-59300 | >59,300-67,500 | >67,500-77,800 | >77,800-87,000 | >87,000 | Effect size[ | 95% CI | |
| Utilization rate | 0.22 (0.16-0.31) | 0.25 (0.09-0.32) | 0.18 (0.08-0.29) | 0.25 (0.18-0.38) | 0.29 (0.2-0.38) | 0.3 (0.28-0.4) | 0.49 (0.35-0.62) | 0.499 | 0.355-0.620 |
| White | 36.8 (17.1-60.2) | 82.5 (74.5-90.1) | 92.6 (87.5-94.6) | 94.9 (88.7-95.7) | 94.7 (90.7-96.1) | 96.1 (94.8-96.8) | 95 (92.8-96.4) | 0.648 | 0.534-0.739 |
| Private insurance | 30.5 (29.1-33.9) | 47.3 (40.5-50.4) | 53.2 (48.9-55.2) | 52.8 (50.9-55.5) | 58.9 (55.3-61) | 62.4 (60-64.6) | 63.8 (62.8-66.4) | 0.849 | 0.792-0.892 |
| College educated | 18 (11.2-23.8) | 21.5 (20.4-25.7) | 21.2 (18.9-27.4) | 30.3 (22.5-34.3) | 30.7 (23.6-41) | 33 (30.2-37.5) | 50.5 (39-59.5) | 0.644 | 0.529-0.736 |
Values are presented as percentage (95% CI).
Effect sizes were calculated via Pearson correlations (r). The effect size is low if r varies around 0.1, medium if around 0.3, and large if >0.5.
Figure 2.Median income, college education rate, and private insurance rate positively correlated with utilization (P < .0001). White race did not reach significance and was weakly negatively correlated with utilization rate in multiple regression analyses (see ). Line indicates linear regression. Shaded area indicates 95% CI.
Figure 3.Linear regression analysis evaluating the effect of the Area Deprivation Index on rhinology utilization. Utilization from zip codes with higher indexes (ie, greater deprivation) showed significantly lower rates of tertiary care. Line indicates Pearson r. Shaded area indicates 95% CI.
Multivariate Regression Analyses of Predictors of Rhinology Utilization in Southeast Wisconsin.[a]
| Variable | Coefficient | SE | Upper bound | Lower bound | |
|---|---|---|---|---|---|
| College education rate | 0.00727 | 1.25E-03 | 9.72E-03 | 4.82E-03 | <.001 |
| White, % | −0.0041 | 1.02E-03 | −2.09E-03 | −6.11E-03 | <.001 |
| Median income, $ | 2.66E-08 | 1.27E-08 | 5.16E-08 | 1.71E-09 | .038 |
| Privately insured, % | 0.00398 | 2.77E-03 | 9.41E-03 | −1.45E-03 | .153 |
Effect size was calculated with Cohen f statistics: f = 0.1, small effect; f = 0.25, medium effect; f = 0.4, large effect. Cohen f statistic is one appropriate effect size index to use for a 1-way analysis of variance. Cohen f is a measure of a standardized average effect in the population across all the levels of the independent variable. Cohen f static is calculated by f2 = R2(1 −R2) = 1.048 and interpreted as follows: 0.02, small; 0.15, medium; 0.35, large. The confidence interval of R2 is . The confidence interval of the f statistic is calculated by the upper and lower bound of the R.[19]
Adjusted R2 = 0.5119; the effect size of multivariate regression is 1.048(0.652-1.692).