Fiscal multiplier bench calculator.
Build a hypothetical fiscal package by composition, then estimate the one-year and three-year GDP impact, jobs implied, and net cost after tax revenue offset. Multipliers are state-dependent: they rise when the output gap is negative, when monetary policy is accommodative, and when the economy is closed. All math runs in your browser.
Outputs
Formulas
- weighted_mult = sum(share_i * baseline_mult_i) for i in {invest, cons, tax_hi, tax_lo, transfers, defense}
- slack_adj = 1 + 0.4 * max(0, -output_gap) (each 1pp of negative gap adds 0.4 to multiplier scale)
- mp_adj = {accommodative: 1.3, neutral: 1.0, restrictive: 0.7}
- open_adj = 0.92 ^ (max(0, openness - 10) / 10)
- composite_mult = weighted_mult * slack_adj * mp_adj * open_adj
- weighted_mult_low/high = sum(share_i * (baseline_mult_i -/+ band_i)) / sum(shares), band_i = 0.5 for high-MPC and 0.4 for low-MPC categories
- composite_mult_low/high = weighted_mult_low/high * slack_adj * mp_adj * open_adj (range propagates through all output metrics)
- year1_gdp = package_size * composite_mult
- year3_gdp = year1_gdp * (1 + 0.6 + 0.6^2)
- jobs = (year1_gdp / 1B) * 11,000
- tax_offset = year3_gdp * 0.30
- net_cost = package_size - tax_offset
Methodology
Baseline multipliers come from the Auerbach-Gorodnichenko (2012) regime-switching VAR, the CBO (2015) compositional table, the Ramey (2019) Handbook of Macroeconomics survey, and the Zidar (2019) tax decomposition. The state-dependent adjustments combine three documented findings: multipliers are larger when the output gap is negative (Auerbach-Gorodnichenko 2012; Jorda-Taylor 2016), larger when monetary policy is accommodative or at the zero lower bound (Christiano-Eichenbaum-Rebelo 2011; Eggertsson-Krugman 2012), and smaller in open economies because some demand leaks abroad through imports (Ilzetzki-Mendoza-Vegh 2013).
The multipliers used here are aggregate point estimates with wide confidence intervals. The range shown beside each output propagates category-level uncertainty bands of plus or minus 0.5 on the high-MPC categories (tax cuts to low-income, transfers, investment) and plus or minus 0.4 on the low-MPC categories (tax cuts to high-income, government consumption, defense) through the same slack, monetary, and openness adjustments applied to the point estimate. These bands are consistent with the wide 68 and 90 percent regime bands Auerbach and Gorodnichenko (2012, Tables 3 to 5) report alongside their point estimates, and with the low-to-high ranges the CBO publishes for the ARRA rather than a single number (2015, Table 1). For an actual scoring exercise, run the package through a structural model (Federal Reserve FRB/US, IMF GIMF, or CBO macroeconomic policy module) and present a fan chart, not a point estimate.
The 11,000 jobs per billion of GDP heuristic is from the CBO 2010 ARRA scoring; it is appropriate for short-horizon impact in the US, with downside skew when slack is small. The 30 percent revenue offset reflects the federal-plus-state effective rate on induced personal and corporate income; in deep recessions automatic stabilizers raise the offset to 40 percent.
For the full Fiscal Multiplier Bench framework with state-dependent VAR estimation, scenario tables, and category- level uncertainty bands, see the methodology one-pager. Adjacent reading: fiscal insights and the policy impact modeling practice.
Sources for default values and benchmarks: Auerbach and Gorodnichenko, "Measuring the Output Responses to Fiscal Policy," AEJ Economic Policy 2012; Ramey, "Macroeconomic Shocks and Their Propagation," Handbook of Macroeconomics 2019; Zidar, "Tax Cuts for Whom?" JPE 2019; Mertens and Olea, QJE 2018; Christiano, Eichenbaum, Rebelo, JPE 2011; Ilzetzki, Mendoza, Vegh, JME 2013; Nakamura and Steinsson, AER 2014; CBO, "Estimated Impact of the ARRA on Employment and Economic Output," 2010 to 2015 series; BEA NIPA 2024.