Bearish

Poor Man's Covered Put

Q: How does it differ from shorting shares?

In three ways. There is no borrow cost and no risk of the lender recalling the shares. The loss is capped at the debit paid rather than theoretically unlimited. And the capital required is a fraction of the margin a short sale demands. In exchange, the long leg expires and pays extrinsic value.

Q: What delta should the LEAPS have?

Between −0.75 and −0.85, which means going clearly in the money. At that delta you capture 75% to 85% of every downward move and the extrinsic component is proportionally small, so there is little value to lose to decay. At lower deltas the structure stops behaving like a substitute for the short position and becomes a leveraged bet.

Q: Why is it used less than the Poor Man's Covered Call?

For three reasons. The upward drift of equities works against any sustained bearish position. Skew makes out-of-the-money puts expensive, so the long leg is structurally pricier than its call equivalent. And bearish positions require more precision in entry timing because rebounds are fast.

A deep in-the-money LEAPS put bought as a synthetic substitute for a short position, with short-dated puts sold against it.

Max GainStrike difference + accumulated credits − initial debit

Max LossNet debit paid for the structure

Break-evenLong strike − Net debit (approximate; it improves with every credit collected)

TypeDebit (bearish diagonal)

Ideal IV environmentLow IV Rank to buy the long leg; the short legs are sold into volatility spikes

Profit / Loss Diagram

Poor Man's Covered Put at the short leg's expiration

What is this strategy?

The Poor Man's Covered Put is the mirror image of the Poor Man's Covered Call: you buy a deep in-the-money LEAPS put as a synthetic substitute for a short stock position, and sell short-dated out-of-the-money puts against it to generate recurring income. Technically it is a bearish diagonal spread, and its appeal is capital: it replicates the logic of a covered put — shorting shares and selling puts against that position — for a fraction of the outlay and without needing to locate borrowable stock.

The long leg should be bought with a delta between −0.75 and −0.85 so that it behaves like the short position it replaces: capturing 75% to 85% of every downward move with a small extrinsic component. The short puts are sold at 30-45 days with a delta around −0.30, and every credit collected reduces the effective cost of the long leg and improves the breakeven of the whole structure.

Against shorting shares outright, the advantage is threefold: there is no stock borrow cost, no risk of the lender recalling the shares, and the loss is capped at the debit paid rather than theoretically unlimited. The trade-off is that the long leg has an expiry date and pays extrinsic value, so the bearish thesis must play out inside the LEAPS window. It is also worth bearing in mind that the structure is less used than its bullish counterpart, not least because the historical drift of equities works against it.

Construction

Action	Instrument	Strike	Expiration	Example
BUY	1 LEAPS Put (ITM)	Delta −0.75 to −0.85	12-24 months	+1 XYZ 120 Put
SELL	1 Put (OTM)	Delta ≈ −0.30	30-45 DTE	-1 XYZ 90 Put

Example

Scenario: XYZ at $100 with IV Rank 22, a structural bearish thesis over 12 months. You buy the 120 LEAPS put and sell the 90 put monthly.

LEAPS Put Purchased +1 XYZ 120 Put, 18 months out @ $24.50
Delta of the long leg −0.80 (captures 80% of the move)
Put Sold (OTM) -1 XYZ 90 Put, 40 days out @ $1.60
Initial Net Debit $2,290 (24.50 − 1.60 × 100)
Maximum Loss $2,290 (the net debit)
Maximum Gain $710 in the first cycle if XYZ closes at 90
Versus a short position $2,290 against roughly $5,000 of margin for 100 shares short
Recurring income $160 per cycle × 12 cycles ≈ $1,920 if repeated through the year
Main risk XYZ rising: the LEAPS loses value and the credit collected does not offset it

The Greeks

δDelta — Net Negative

The long leg contributes a delta of around −0.80 and the short put adds roughly +0.30, leaving a net delta near −0.50: the position behaves like a short sale of about 50 shares.

θTheta — Slightly Positive

The short put decays much faster than the long LEAPS, whose theta is almost flat. The net is usually favourable, and that decay differential is the structure’s source of income.

νVega — Net Positive

The LEAPS vega clearly dominates that of the short put. The position benefits from a volatility expansion, which fits a bearish thesis well: volatility tends to rise when the market falls.

γGamma — Negative Near the Short Strike

The short put’s gamma dominates as price approaches its strike. That is the point to manage: roll or close before the acceleration becomes a problem.

Position Management

01
Roll the Short Put Every Cycle At 7-21 days from the short leg’s expiration, close it and sell the next month. Every credit collected reduces the effective cost of the LEAPS and improves the breakeven of the whole structure.
02
Never Sell Below the Risk Point The short put’s strike must stay above the level that would make the whole structure lose money. Selling too close to the money to collect more premium caps your profit in exactly the scenario you were aiming for.
03
Roll the LEAPS With Six Months Left When fewer than six months remain on the long leg, its decay accelerates noticeably. Rolling to a later expiration preserves the structure’s profile if the thesis still holds.
04
Manage if Price Falls Below the Short Strike If the underlying breaks through the sold put’s strike, the gain is capped. Rolling the short put to a lower strike, even for less credit, captures more of the move if you expect the decline to continue.
05
Close the Whole Structure if the Thesis Breaks If the underlying breaks higher and the bearish thesis no longer holds, closing everything recovers the LEAPS’ remaining value. Holding on hoping it comes back is the most common way to turn a capped loss into the maximum loss.

Frequently Asked Questions

How does it differ from shorting shares?

In three ways. There is no borrow cost and no risk of the lender recalling the shares. The loss is capped at the debit paid rather than theoretically unlimited. And the capital required is a fraction of the margin a short sale demands. In exchange, the long leg expires and pays extrinsic value.

What delta should the LEAPS have?

Between −0.75 and −0.85, which means going clearly in the money. At that delta you capture 75% to 85% of every downward move and the extrinsic component is proportionally small, so there is little value to lose to decay. At lower deltas the structure stops behaving like a substitute for the short position and becomes a leveraged bet.

Why is it used less than the Poor Man's Covered Call?

For three reasons. The upward drift of equities works against any sustained bearish position. Skew makes out-of-the-money puts expensive, so the long leg is structurally pricier than its call equivalent. And bearish positions require more precision in entry timing because rebounds are fast.

What happens if I am assigned on the short put?

You receive 100 shares at the strike price, creating a long position that partially offsets your LEAPS put. You can sell those shares immediately in the market and keep the structure, or use the LEAPS to exercise if it is deep in the money. Assignment is more likely if the short put is in the money near expiration.

Does it work on indices?

Yes, with advantages. Broad indices avoid single-company idiosyncratic risk, their implied volatility is more stable, and with cash-settled European-style options the early assignment risk on the short leg disappears entirely. The trade-off is that index skew is more pronounced, which makes the long leg more expensive.