Effective Date: December 31, 2021
Description of a box spread
A box spread is an option strategy that combines a bull spread1 and a bear spread2 that have two different exercise prices and produces a risk-free payoff that is equal to the difference in exercise prices. A box spread can either be a long box spread or a short box spread.
The net profit of either a long or short box spread will approximate zero, and can be represented as follows:
Profit on long box spread = payoff – net premium paid
Profit on short box spread = net premium received – payoff
In either case, arbitrage profits are possible by locating favourable net premiums relative to the payoff.
Potential early exercise risk
Section 5735 of the IIROC Rules3 provides the minimum margin requirements for box spreads. Dealer Members are reminded that box spread option strategies composed of American style options are subject to the risk that an option could be exercised early. If this is the case, the remaining option positions would no longer be considered a box spread and the risk profile of the strategy would have changed. Accordingly, any alternate risk profile created as a result of unraveling an option spread strategy would be subject to other applicable margin requirements under Series 5000.
IIROC Rules this Guidance Note relates to:
Series 5000, and
Previous Guidance Note
This Guidance Note replaces Notice 15-0209 - Rules Notice - Notice of Approval/Implementation - Amendment to Dealer Member Rule 100.10(f)(vi) Box Spread.
This Guidance Note was published under Notice 21-0190 - IIROC Rules, Form 1 and Guidance.
- 1A “bull spread” is an option strategy that involves buying a call option with a lower exercise price and selling a call option with a higher exercise price. It can also be executed with put options.
- 2A “bear spread” is an option strategy that involves selling a put with a lower exercise price and buying a put with a higher exercise price. It can also be executed with calls.
- 3In this Guidance, all rule references are to the IIROC Rules unless otherwise specified.