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A simple objective method for determining a percent standard in mixed reimbursement systems.
1Princeton University, NJ 08544.
Journal of Health Economics
|October 6, 1990
Summary
This study introduces a regression method for hospital rate setting, using a novel "proportion standard" to balance provider costs and standard rates. This approach offers an objective alternative to traditional methods for determining fair reimbursement.
Area of Science:
- Health Economics
- Biostatistics
- Healthcare Management
Background:
- Hospital rate setting involves balancing provider-specific costs with standard unit costs for reimbursement.
- Traditional methods for determining cost standards may lack objectivity or fail to account for cost variations effectively.
Purpose of the Study:
- To develop and validate an objective regression-based method for determining the "proportion standard" in mixed hospital rate-setting systems.
- To compare the proposed regression approach with conventional methods like the coefficient of variation and economic models.
Main Methods:
- Utilized forward and reverse regression analysis with explanatory variables to derive the proportion standard.
- Employed Efron's bootstrap method to calculate confidence intervals for the proportion standard.
- Differentiated between nuisance variables that explain cost but not reasonable cost.
Main Results:
- The study proposes "one minus the squared correlation coefficient" as an objective measure for the proportion standard.
- The regression approach provides a statistically motivated alternative to the coefficient of variation.
- Confidence intervals were established for the proportion standard using bootstrapping.
Conclusions:
- The regression-based "proportion standard" offers a robust and objective method for hospital rate setting.
- This approach provides a statistically sound framework for balancing provider costs and standard rates in healthcare reimbursement.
- The method offers advantages over traditional economic models and the coefficient of variation in determining optimal reimbursement proportions.