
Wildfire Risk, Smoke, and Insurance


Each stripe is one year. Darker means further above that row’s 1985–94 average.
What got worse, and what did not?
Since 1985–94: 14% fewer fires, 2.5× the acres, 2.9× the acres per fire.
How can fewer fires burn more land?
Data: NIFC. Lines are decade averages. Acres per fire is total acres ÷ total fires.

What turns a fire into a disaster?
Data: CAL FIRE top 20 list, April 3, 2025 (Eaton and Palisades counts not final); NIFC.

\[ \textbf{Wildfire risk} \;\propto\; \textbf{Hazard} \times \textbf{Exposure} \times \textbf{Vulnerability} \]

Why do people keep building where it burns?

Data: IBHS inspections after the January 2025 Los Angeles fires.

Whose problem is Canada’s fire season?
Data: National Forestry Database (provincial and territorial fire agencies).
June 7: New York’s average monitor read 153 µg/m³, over 4× the daily standard. One hour topped 400.
Who paid for this smoke? Did anyone send a bill?
Data: EPA Air Quality System. Each line averages a metro’s monitors.

The Clean Air Act regulates smokestacks. Whom do you regulate for smoke?
Data: EPA AirData. A day counts when PM2.5 sets the metro’s AQI above 100. July 4–5 (fireworks) left out.

\[ \text{Damage} = \text{Deaths} \times \text{VSL} \approx 4{,}100 \times \$14.2\text{M} \approx \$58\text{B} \]
0.1% less quarterly pay for each extra day of smoke
$125 billion of U.S. labor income lost to smoke each year, 2007–2019
Why might lost pay be larger than the medical bills?

Classroom numbers.

Exit ticket: Name one cost of the 2023 smoke that no market price ever recorded.
🏭 Climate mitigation
Cut greenhouse gas emissions.
Benefits are global and slow.
🧯 Climate adaptation
Reduce fire losses where people live.
Benefits are local and sooner.
Careful with words. Fire managers call brush clearing and hardening “mitigation.” In climate economics, those are adaptation.

Under risk, we can list outcomes and attach probabilities.
\[ E[NB] = \sum_i P(x_i) \times NB(x_i) \]

| Fire seasons | \(NB\) | \(P\) |
|---|---|---|
| Mild | $5M | 0.27 |
| Average | $10M | 0.49 |
| Severe | $20M | 0.23 |
| Burn escapes | −$100M | 0.01 |
\(E[NB] = \$9.85\) million. Would CBA approve the project?
Classroom numbers.
99.84% of Forest Service prescribed fires go as planned
341,000 acres burned when two escaped in New Mexico, 2022
$3.95 billion set aside by Congress to compensate victims

What would you pay to avoid a small chance of losing your home?
🎲 Risk
We can list outcomes and trust the probabilities.
A hillside with a long fire record.
❓ Uncertainty
We cannot pin the probabilities down.
Extreme fire behavior in a hotter climate with more homes.
Under uncertainty, what replaces \(E[NB]\)?


Same logic as Canadian smoke. What is different here?
A $10,000 retrofit avoids $2,000 a year of expected damage to your home and $500 a year to your neighbors, for five years, at 4%.
| Perspective | Present value | Net of $10,000 |
|---|---|---|
| Owner only | $8,904 | −$1,096 |
| Owner and neighbors | $11,130 | +$1,130 |
Your home is most of your wealth: a “one place-based egg.”
A 2% annual chance of fire. $400,000 to rebuild. Expected annual loss: $8,000.
| Option | Annual premium | You pay if it burns |
|---|---|---|
| A: No insurance | $0 | $400,000 |
| B: Partial, subsidized | $5,000 | $100,000 |
| C: Full, risk-based | $9,500 | $2,500 |
Which would you choose?
Classroom numbers.

Exit ticket: Why might a risk-averse household rationally choose the option with the highest expected cost?

Classroom numbers.



Data: California FAIR Plan.

Classroom numbers.

Moral hazard: coverage changes behavior because you no longer bear the full cost.

Data: NIFC, deflated with the CPI. Lines are period averages.

Figure uses classroom numbers.
⏱️ Myopia
“The premium is due now. A fire is years away.”
🌤️ Optimism
“It won’t happen to my house.”
🛋️ Inertia
“I’ll deal with the brush next year.”
🧽 Amnesia
“We haven’t had a fire in years.”
🗺️ Simplification
“We’re not in the red zone.”
👥 Herding
“None of my neighbors did it.”
Which one is the hardest to fix with better information?

Figure is stylized.
26% of a year’s income lost over three years by occupants of destroyed homes
1 in 2 destroyed addresses still unoccupied four years later
A rebuilt street, or recovered people: which do we measure?
A town has older homes near a forest, one road out, rising premiums, and smoke days most summers. It can fund one action before a fire and one after.
Exit ticket: What can insurance do that hardening cannot, and what can hardening do that insurance cannot?