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Iron condor
Iron condor
Definition
An iron condor combines a bear call spread above the market and a bull put spread below it, same expiry: four legs, two credits, and a defined-risk range thesis — the underlying stays between the two short strikes through expiration. It is the canonical “range + rich premium” structure: short volatility with both tails capped.
How it works / structure
- Legs: −1 call K3 / +1 call K4 above; −1 put K2 / +1 put K1 below (K1 < K2 < spot < K3 < K4), same expiry.
- Credit: total credit C; maximum loss = wider wing width − C (one side can lose at expiry, not both); breakevens K2 − C and K3 + C.
- Parameters (engine-executable): short-strike deltas
(commonly 0.10-0.25 per side) or placement relative to the
expected move (
expected_move_pct— e.g. short strikes at 1.0- 1.5× the priced move), wing widths, DTE (commonly 30-60 at entry), IV gate (iv_rank), management (mgmt-profit-targetat x% of credit,mgmt-stop-lossat multiple of credit,mgmt-rollingthe tested side,mgmt-time-based-exitat a DTE floor before the expiry gamma zone). - Greeks profile: near-zero delta at entry, short vega, positive theta — long quiet, short movement and volatility.
When it applies
Range theses on liquid underlyings (“X stays inside ±M% through
expiry”), elevated-IV entries where the priced move looks wide
relative to the thesis (opt-expected-move vs expected realized),
and post-event IV normalization windows. Requires four-leg
liquidity — thin chains make the structure’s friction prohibitive
(ms-bid-ask-spread).
Risk profile & failure modes
- Loss clustering: condors lose in trending and shock regimes,
which arrive in clusters (
regime-volatility) — sequential max losses after months of small wins is the documented shape of failure, not an anomaly. - Payoff-ratio arithmetic: typical builds risk 2-4x the credit; the required win rate leaves thin margin for regime error.
- Tested-side management is the strategy: unmanaged condors through a strike breach realize disproportionate losses; the management rules are not optional accessories, they are most of the realized distribution.
- Four-leg friction: entry, adjustment, and exit each pay
four spreads; overtrading management rules can consume the
credit (
ms-slippage-friction).
Evidence & limits
Mechanics are contract arithmetic (OCC). The strategy monetizes the volatility risk premium — average IV richness over realized (Bakshi-Kapadia 2003 for the index evidence) — which is real on average, time-varying, and violently negative in shocks. No public study establishes iron condors as reliable standalone income; “high-probability trade” framing that ignores the payoff ratio is folklore and labeled as such.
Falsifiable-thesis examples
Illustrations only, not signals:
- “X will close between K2 and K3 at expiry” — falsified by a close outside the short strikes.
- “X’s realized move over the position’s life will be less than the entry expected move” — falsified by |realized| ≥ implied.
- “A 0.16-delta, 45-DTE condor program on Y, managed at 50% profit / 2x-credit loss, will show positive P&L over the next two quarters in replay” — falsified by the replay result.
Cross-references
- Components:
strategy-bear-call-spread,strategy-bull-put-spread - Siblings:
strategy-iron-butterfly(strikes pinched to center),strategy-strangle(wings removed — undefined risk) - Placement math:
opt-expected-move,opt-iv-rank-percentile - Management:
mgmt-profit-target,mgmt-stop-loss,mgmt-rolling,mgmt-time-based-exit
Sources
- OCC — Characteristics and Risks of Standardized Options (options disclosure document)
- Bakshi, G. and Kapadia, N. (2003), Delta-Hedged Gains and the Negative Market Volatility Risk Premium — Review of Financial Studies 16(2), 527-566
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