| Literature DB >> 32569294 |
Kimberley H Geissler1, Benjamin Lubin2, Keith M Marzilli Ericson2,3.
Abstract
STUDY QUESTION: While physician relationships (measured through shared patients) are associated with clinical and utilization outcomes, the extent to which this is driven by local or global network characteristics is not well established. The objective of this research is to examine the association between local and global network statistics with total medical spending and utilization. DATA SOURCE: Data used are the 2011 Massachusetts All Payer Claims Database. STUDYEntities:
Year: 2020 PMID: 32569294 PMCID: PMC7307780 DOI: 10.1371/journal.pone.0234990
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.240
Fig 1Diagram of example network to show differences in local and global connectivity measures.
Fig 2Distribution of degree for physicians included in the patient-sharing network.
N = 11,693 physicians. Physician level statistic including physicians in the main patient-sharing network; links with other physicians of at least 9 patients are included.
Patient-level descriptive statistics.
| Mean (standard deviation) or % | |
|---|---|
| HCC Risk Score | 1.34 (3.07) |
| Age in years | 45.04 (11.53) |
| Female | 56.3% |
| Insurance Type is HMO (versus PPO) | 73.4% |
| Face-to-face Visits (2011) | 5.43 (6.54) |
| Total Medical Spending (2011) | $4911 (16536) |
| Total Medical Utilization (2011) | $4252 (13994) |
| Degree (local) | 40.82 (32.77) |
| Normalized Degree (local) | 20.27 (16.02) |
| Clustering Coefficient | 0.5169 (0.1692) |
| Eigenvector Centrality (global) | 0.0171 (0.0598) |
| Normalized Degree Referral Centrality | 32.81 (16.67) |
| Eigenvector Referral Centrality | 0.0244 (0.0638) |
| Number of patients | 984,470 |
† Over 978,557 patients
‡ Over 759,149 patients.
HCC Risk Scores are a summary measure of health status based on the 162 HCC indicators included in the regression analysis. Here, they are calculated assuming both insurance types are in the “gold” metal tier.
Regression adjusted results for association of total medical spending and utilization with network statistics.
| Log of Total Medical Spending | Log of Total Medical Utilization | Number of Observations | |
|---|---|---|---|
| Weighted Average | |||
| Degree (local) | -0.00082 | -0.00044 | 984,470 |
| (0.000031) | (0.00003) | ||
| Normalized Degree (local) | 0.0022 | 0.0043 | 984,470 |
| (0.000066) | (0.000068) | ||
| Clustering Coefficient (local) | -0.516 | -0.460 | 978,557 |
| (0.006) | (0.006) | ||
| Eigenvector Centrality (global) | -0.669 | -0.671 | 984,470 |
| (0.016) | (0.017) | ||
| Normalized Degree Referral Centrality (local) | -0.0047 | -0.0011 | 759,149 |
| (0.000074) | (0.00007) | ||
| Eigenvector Referral Centrality (global) | -0.672 | -0.701 | 759,149 |
| (0.018) | (0.019) |
*: p <0.05
**: p <0.01
***: p <0.001.
Each row represents a separate regression with total medical spending (left column) or total medical utilization (right column) as the dependent variable and the specific network statistic as the primary independent variable. Controls are included for insurance type (health maintenance organization vs. preferred provider organization), age, age-squared, sex, an interaction of age and sex, indicator variables for 162 Hierarchical Condition Categories, indicator variables for insurer, and indicator variables for patient 3-digit ZIP code. Robust standard errors in parentheses.
Fig 3Associations of network statistics with spending and utilization.
Panel A: Change in total medical spending associated with changes in network statistics. Each row represents the change in total medical spending associated with a one standard deviation change in the network statistic, calculated from a separate regression for each statistic. 95% confidence intervals for the estimates are shown with horizontal bars. Controls are included for insurance type (health maintenance organization vs. preferred provider organization), age, age-squared, sex, an interaction of age and sex, indicator variables for 162 Hierarchical Condition Categories, indicator variables for insurer, and indicator variables for patient 3-digit ZIP code. Panel B: Change in total medical utilization associated with changes in network statistics. Each row represents the change in total medical utilization (standardized spending) associated with a one standard deviation change in the network statistic, calculated from a separate regression for each statistic. 95% confidence intervals for the estimates are shown with horizontal bars. Controls are included for insurance type (health maintenance organization vs. preferred provider organization), age, age-squared, sex, an interaction of age and sex, indicator variables for 162 Hierarchical Condition Categories, indicator variables for insurer, and indicator variables for patient 3-digit ZIP code.