Hedging
Taking an offsetting position to reduce an exposure. Every hedge costs something, and the cost is frequently less visible than the risk it removes.
MadStockAlerts Research · Updated September 23, 2026
What to Take Away
- A hedge reduces an exposure and does not remove risk.
- Basis risk is what remains when the hedge is not the same instrument.
- Every hedge has a cost, whether a premium, a spread or foregone upside.
- A partial hedge is a decision about how much exposure to keep.
- The simplest hedge is holding less, and it has no basis risk.
MAD Academy Training Video · 0:45
Paying to Remove a Risk
A hedge exchanges an uncertain outcome for a smaller certain cost, which means a hedge that never pays out did its job.
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The instruments
| Approach | Cost | What remains |
|---|---|---|
| Reduce the position | None. Foregone participation | No basis risk at all |
| Buy a put | The premium, recurring | Basis risk is minimal on the same security |
| Sell an index future | Margin, and basis risk | The difference between the position and the index |
| Short a related security | Borrow cost and basis risk | Whatever separates the two companies |
| A collar | Foregone upside | Same as the put, with a cap added |
The first row deserves more attention than it gets. Reducing a position achieves a proportional reduction in exposure with no premium, no expiry, no basis risk and no additional complexity.
Basis risk
A hedge using a different instrument from the exposure leaves the difference between them unhedged. Shorting an index against a single stock removes the market exposure and leaves everything specific to the company, which is frequently what was being worried about.
Scroll the chart sideways to see all of it.
- The holding
- The index short
- Net
When a hedge is the wrong answer
A position that is too large to hold comfortably is a sizing problem, and hedging it converts a simple decision into a complex one with new risks attached. The question worth asking first is whether the exposure would be taken at all today, at this size.
Deciding the hedge ratio
A hedge is rarely one-for-one. How much of an offsetting instrument to hold depends on how sensitively it moves against the exposure being hedged.
hedge ratio ≈ position value x beta to the hedging instrument
- beta is estimated from historical returns, with all the caveats that carries
- a high-beta position requires more of an index hedge than its dollar value suggests
The estimate carries the same instability the beta article describes. A hedge ratio computed from a calm period is wrong in a crisis, and the crisis is when the hedge is being relied upon.
That instability is a strong argument for the simplest available approach. Reducing the position by a chosen fraction achieves a known reduction in exposure with no estimate involved, which is why the first row of the instruments table is there.
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