The Strategy That Earns a Little Every Day Is the One to Fear
When a strategy earns a little every single day and rarely draws down, your first reaction shouldn't be delight — it should be alarm.
Because this kind of "quiet-days-picking-up-coins" curve has one most common explanation: you're selling insurance, and the claim just hasn't come in yet.
I sell volatility year-round myself, so this isn't easy talk from the sidelines — the sting lands on me first.
First, ask the question that actually matters
To judge whether a strategy is any good, most people stare at "how much does it earn on average." That's the wrong anchor.
The truly first-principles question is a single one:
When I'm wrong, what happens; when I'm right, what happens — are the two symmetric?
Sort every strategy by that question into two classes, and the way you see the world shifts immediately.
| On the gain side | On the loss side | Uncertainty is | You should want | |
|---|---|---|---|---|
| Convex (antifragile) | No ceiling | Floored — losses stop somewhere | A positive contribution | More "chaos" |
| Concave (fragile) | Capped, bounded | No floor — losses can grow without limit | Pure tax | Less "chaos" |
The convex class has a floored downside and an uncapped upside. The more the world convulses, the more outrageous the payoff; in calm periods it bleeds a little at a time, like paying a series of small insurance premiums.
The concave class is the mirror image: capped upside, unbounded downside. Day after day the income comes in comfortably — then one day, it's all handed back with interest, and then some.
Here is the core: asymmetry is the steering wheel. Average return is just one dial on the dashboard; whether the payoff is convex or concave decides whether — when the car hits the wall — you're thrown through the windshield or caught by the frame.
Most "steady" strategies are, at their core, short convexity
Now come back to that curve that makes you feel so at ease.
The overwhelming majority of the strategies that sound stable — selling options, harvesting spreads, market-making, all sorts of "steady-eddy returns," all sorts of implicit guarantees — are structurally concave. Their moneymaking mechanism is remarkably uniform: collect a stream of tiny premiums in normal times, in exchange for a promise to pay a large sum when a particular bad state occurs.
In ordinary times, the bad state doesn't occur, income arrives daily, and the Sharpe ratio looks pretty enough to take on a roadshow. Statistically, all you are doing is accumulating the tail premium that will eventually have to be paid out.
So the "little bit every day" that feels so nice is not evidence that risk is absent — it is, precisely, the most typical signature of a concave structure. The risk hasn't vanished; you've shifted it to the far end of the time axis, piled up on some single day.
Here is a rule-of-thumb test you can apply anywhere:
If a strategy earns a little every day and rarely draws down, don't celebrate too quickly — most likely you're selling insurance, and the claim just hasn't come in.
Then why does it still work?
At this point you might think: so selling insurance is just foolish? Not quite.
It can be profitable over the long run for a structural reason: people are innately averse to uncertainty and willing to pay to feel safe; as the seller, you collect the price of their anxiety. This excess return has a name — the volatility risk premium — and it is positive over the long run. That is not an illusion.
But you have to honestly acknowledge two things:
First, what you're earning is a beta, not timing skill. This premium is paid out by the structure of the market to every insurance seller; it is not evidence that you are cleverer than the next person. Reading the premium as personal edge is the most expensive form of vanity on this track.
Second, on the day the left tail arrives, this money is handed back with interest. That is the fate of a concave structure; being clever will not rewrite it.
So what actually separates the good from the bad has never been "how well you sell" — sellers are everywhere. It is whether, before the tail bites back, you have laid in a convex hedge on the downside. Use a small fraction of the premium you collect to buy back some "floored losses." This will make the curve less seductive and the Sharpe less flattering, but it rescues you from "going to zero in a single day." The price of comfort is the ability to still be standing on the most uncomfortable day.
The one line to take away
A strategy that makes you comfortable is often quietly booking the cost to the future; a strategy that makes you slightly uneasy is more often the one that keeps fate in your own hands.
The next time you see a return curve too pretty to be true, one that barely draws down, don't ask what its average return is first. Ask the first-principles question: what happens when it's wrong? If the answer is "the loss has no floor," what you are looking at is not steadiness — it is an insurance policy that has not yet come due.
This piece is part of the "Investment Thinking" series. If you'd like to continue with "Money earned by luck is paid back by skill" — how to tell whether what you're earning is beta, luck, or true edge — watch for the next installment in the series.