Macro Demographic Lab

The Demographic Ledger

2075 Total Pop 392.4M
Dependency Ratio 41.8 / 100
Labor Pool Delta +14.2%
2075 Real GDP Div. +$4.2T
2025 2035 2045 2055 2065 2075
Year: 2025
Population Age Structure
5-Year Cohorts (Males left in blue, Females right in red)
Total: 341.2M
50-Year Trajectory Analysis
Solid line: Active Policy | Dashed line: Baseline Reference

Old-Age Support Pressure

Retirees (65+) per 100 working-age adults. Higher values increase Social Security & Medicare fiscal obligations.

30.8 → 41.8

Labor Force Capacity

Total prime working-age cohort available to support the tax base and power production.

208.5M → 238.1M

Potential Real GDP (2075)

Annual real output divergence driven by labor supply volume and compound productivity growth.

+$4.20 Trillion

Scenario Benchmark Matrix (2050 vs 2075)

Comparing current active policy settings against CBO Baseline and Restrictionist extremes.

Metric Horizon Active Scenario CBO Baseline Zero Net Migration Talent Magnet (+2M)
Demographic Momentum & Macroeconomic Model Methodology

Cohort-Component Forecasting: The simulator groups the United States population into 19 five-year age cohorts (0–4 to 90+) for males and females. Over every 5-year step, cohorts age forward using age-specific survival probabilities derived from the CDC/NCHS US Life Tables.

Fertility & Births: Newborn cohorts (0–4) are computed based on the Total Fertility Rate (TFR) distributed across female childbearing cohorts (ages 15–44) using empirical age-specific fertility curves (ASFR) with an assumed 105:100 male-to-female birth ratio.

Immigration Age Distribution: Net immigration flows are distributed across age groups based on historical US Census Bureau and Pew Research distributions (peak concentration among prime working ages 20–39).

Macroeconomic Linkages:

  • Labor Supply: Working-age population is weighted by labor force participation rates, adjusted dynamically by the Retirement Age shift parameter.
  • Potential GDP: Real GDP projections follow a Cobb-Douglas / Solow-Swan framework: \( Y_t = Y_0 \times (L_t / L_0)^\alpha \times (1 + g)^t \), with labor share \(\alpha = 0.65\) and productivity growth \(g\).
  • Fiscal Strain Index: Derived from the ratio of non-working elderly beneficiaries to tax-paying active workers, benchmarking Social Security and Medicare financing sustainability.