Adjust Healthcare Costs for Regional Price Differences—Compare New York to Alabama Apples-to-Apples
python# Geographic Cost Adjustment Framework geographic_indices = { 'NY-Newark-Jersey City': { 'cbsa_code': '35620', 'medical_index': 1.32, 'pharmacy_index': 1.08, 'mental_health_index': 1.18 }, 'Birmingham-Hoover, AL': { 'cbsa_code': '13820', 'medical_index': 0.78, 'pharmacy_index': 0.92, 'mental_health_index': 0.85 }, 'San Francisco-Oakland-Berkeley': { 'cbsa_code': '41860', 'medical_index': 1.45, 'pharmacy_index': 1.12, 'mental_health_index': 1.28 }, 'National Average': { 'medical_index': 1.00, 'pharmacy_index': 1.00, 'mental_health_index': 1.00 } } def normalize_costs_by_geography(member_costs, member_locations): normalized_costs = [] for member in member_costs: cbsa = member_locations[member.id].cbsa_code region_index = geographic_indices[cbsa] # Normalize Each Cost Component normalized_medical = member.medical_costs / region_index['medical_index'] normalized_rx = member.rx_costs / region_index['pharmacy_index'] normalized_mh = member.mental_health_costs / region_index['mental_health_index'] normalized_total = normalized_medical + normalized_rx + normalized_mh normalized_costs.append({ 'member_id': member.id, 'actual_costs': member.total_costs, 'normalized_costs': normalized_total, 'cbsa': cbsa, 'adjustment_factor': member.total_costs / normalized_total }) return normalized_costs # Example: Multi-State Employer Comparison # Location 1: New York (1.32x index) # - Actual PMPY: $15,000 # - Normalized PMPY: $11,364 ($15K / 1.32) # # Location 2: Birmingham (0.78x index) # - Actual PMPY: $8,000 # - Normalized PMPY: $10,256 ($8K / 0.78) # # Conclusion: Birmingham is actually LESS efficient than NYC # when adjusted for regional cost differences.
Adjust for regional cost differences across 929 CBSAs. Make apples-to-apples comparisons. Identify true performance vs. geographic artifacts.
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