Cost-effectiveness of epidemic/​pandemic preparedness

Summary

Calculations

My calculations are in this Sheet.

I Fermi estimate the cost-effectiveness of epidemic/​pandemic preparedness of 0.00236 DALY/​$ multiplying:

  • The expected annual epidemic/​pandemic disease burden of 68.2 MDALY. I obtained this from the product between:

    • The expected annual epidemic/​pandemic deaths of 1.61 M, which I determined multiplying:

      • The epidemic/​pandemic deaths per human-year from 1500 to 2023 of 1.98*10^-4, which is the ratio between 160 M epidemic/​pandemic deaths, and 808 G human-years from Marani et. al 2021[1].

      • The population predicted for 2024 of 8.12 G.

    • The disease burden per death in 2021 of 42.4 DALY.

  • The relative reduction of the expected annual epidemic/​pandemic disease burden per annual cost of 3.46 %/​G$. I got this aggregating the following estimates with the geometric mean:

    • 8 %/​G$ (= 0.2/​(250*10^9/​100)), which is based on Millett & Snyder-Beattie 2017:

      • “We extend the World Bank’s assumptions to include bioterrorism and biowarfare—that is, we assume that the healthcare infrastructure would reduce bioterrorism and biowarfare fatalities by 20%”.

      • “We calculate that purchasing 1 century’s worth of global protection in this form would cost on the order of $250 billion, assuming that subsequent maintenance costs are lower but that the entire system needs intermittent upgrading”.

    • 1.5 %/​G$ (= 0.3/​(20*10^9)), which is based on Bernstein et. al 2022:

      • 30 % is the mean between 10 % and 50 %, which are the values studied in Table 2.

      • “We find that the sum of our median cost estimates of primary prevention (~$20 billion) are ~1/​20 of the low-end annualized value of lives lost to emerging viral zoonoses and <1/​10 of the annualized economic losses”.

Relative to epidemic/​pandemic preparedness, I calculate:

  • GiveWell’s top charities are 4.21 (= 0.00994/​0.00236) times as cost-effective.

  • Corporate campaigns for chicken welfare, such as the ones supported by THL, are 6.35 k (= 15.0/​0.00236) times as cost-effective.

  1. ^ 1 G stands for 1 billion. I assumed 5 k deaths (= (0 + 10)/​2*10^3) for epidemics/​pandemics qualitatively inferred (said) to have caused less than 10 k deaths, which are coded as having caused −999 (0) deaths. I also considered the deaths from COVID-19, which is not in the original dataset.