You should wear a mask at EAGs

By Alex W Zhu @ 2025-10-09T13:41 (+25)

I'm a Senior Analyst at the Johns Hopkins Center for Health Security and focus on pandemic prevention policy & research. One of my main areas of focus is improving indoor air quality to prevent spread of infectious diseases. 

A reprise of this post

EAG NYC is this weekend, we're approaching flu season, and we're ending a small summer wave of COVID.  

I plan to wear a KN95 mask at this EAG during large indoor group events, and plan to remove it during 1:1s, and I recommend you do the same. Edit: Even better, get a reusable respirator

Don't want to wear a mask? You can still avoid crowded indoor spaces and take your 1:1s outdoors. 

The Risks

90% of respiratory disease transmission occurs indoors. The most risky situation for transmission of respiratory infectious diseases is in large, crowded indoor spaces where nobody is masked. That's most of the conference, but especially talks & workshops. By this estimate, these settings are 29x riskier for catching COVID than your weekly normal risk.[1] 

The Benefits

The Costs

What else can we do?

I encourage you to wear a mask when you can at EAGs. One of our cause areas is pandemic prevention. This is part of that as well. Thank you :)

Thanks to Finan Adamson & Biak Tial for a quick review. Thanks Finan for sharing Microcovid

  1. ^

    https://www.microcovid.org/?casesPastWeek=150&distance=close&duration=60&interaction=oneTime&personCount=25&riskProfile=average&scenarioName=smallIndoorParty25&setting=indoor&theirMask=none&voice=normal&yourMask=none&yourVaccineDoses=3&yourVaccineType=moderna

  2. ^
  3. ^

    50% Risk Scenario

    Without a mask:

    • 50% chance of getting sick and losing $1,000
    • 50% chance of staying healthy and keeping $1,000
    • Expected value = (0.50 × -$1,000) + (0.50 × $1,000) = -$500 + $500 = $0

    With a mask (reduces risk by 66.6%, so risk becomes 16.7%):

    • 16.7% chance of getting sick and losing $1,000
    • 83.3% chance of staying healthy and keeping $1,000
    • Expected value = (0.167 × -$1,000) + (0.833 × $1,000) = -$167 + $833 = $666

    Expected value of wearing the mask = $666 - $0 = $666

    5% Risk Scenario

    Without a mask:

    • 5% chance of getting sick and losing $1,000
    • 95% chance of staying healthy and keeping $1,000
    • Expected value = (0.05 × -$1,000) + (0.95 × $1,000) = -$50 + $950 = $900

    With a mask (reduces risk by 66.6%, so risk becomes 1.67%):

    • 1.67% chance of getting sick and losing $1,000
    • 98.33% chance of staying healthy and keeping $1,000
    • Expected value = (0.0167 × -$1,000) + (0.9833 × $1,000) = -$16.70 + $983.30 = $966.60

    Expected value of wearing the mask = $966.60 - $900 = $66.60

    With the higher mask effectiveness of 66.6%, the expected value increases proportionally:

    • At 50% baseline risk: mask value = $666
    • At 5% baseline risk: mask value = $66.60

    The general formula becomes: Expected value of mask = Initial risk × $666

    Courtesy of AI


Jeff Kaufman 🔸 @ 2025-10-09T20:53 (+7)

On reusable respirators, they're worse to significantly worse for intelligibility than disposables. If you're only talking about what to wear when not talking (ex: listening to talks) then this doesn't matter, but if you're considering masking for 1:1s or group discussions it becomes pretty important.

Jeff Cisyk @ 2025-10-10T14:53 (+6)

This is a really thoughtful analysis — thank you for laying out the assumptions so clearly. One small correction on the expected-value math: in the footnote, the calculation treats “not getting sick” as +$1,000 and “getting sick” as –$1,000, which effectively double-counts the benefit of being healthy.

In expected-value terms, I believe it is standard to treat one outcome as the as the baseline and assign it a value of $0 (e.g., only assign a cost of -$1,000 to the “sick” outcome). In that case, the expected value of masking would be the ppt difference in risk from mask less no mask, multiplied by the value you place on not being sick. So the true benefit would be half of what’s shown in the post (e.g., $333 rather than $666 for the 50% to 16.7% example).

The qualitative conclusion still holds—masking has positive expected value—but the magnitude is overstated because of that sign convention.

alphaplus @ 2025-10-10T02:58 (+5)

Washing your hands for at least 30 seconds would also be low hanging fruit. Very few people actually do it.

Mjreard @ 2025-10-09T14:03 (+5)

I'm surprised at the "on during presentations, off during 1:1s" advice. My intuition is the opposite because of the volume of droplets and aerosols directed right at you by a speaking person in a 1:1. That seems more dangerous than sitting in a quiet room with many people just lightly breathing through their noses not directed at anyone. If you do all your 1:1s outside, I can see how this flips, but maybe you should say the recommendation depends on that. 

This is assuming you go to 3-4 presentations and have ~20 1:1s. 

The real solution is of course for ASB to provide us with 500 of those chlorine misters. 

Jason @ 2025-10-09T15:36 (+8)

The costs of masking in 1:1 -- in terms of lost social benefits -- strike me as much higher than the costs of masking in a 1:many presentation (if you're not the presenter).

I'm not current on what an infective dose is in 2025, but it's not obvious to me that the risk reduction from distance/non-direction in the quiet-room scenario is greater than the risk reduction from (e.g.) 98-99% fewer people who might be infectious in the 1:1 scenario.[1] This study from 2023 suggests that the dose from a person who walks into a room will be high enough within minutes to infect someone else in the room. So I'd be hesitant to assign a massive risk reduction without more evidence. 

  1. ^

    Of course, there may be other people around to account for in the 1:1 scenario.