Context: I am looking at the best way to get long leveraged exposure to the S&P500.
From my understanding, buying a call and shorting a put should have the equivalent payout as shorting a bond and buying the stock (via put-call parity). However, going long on a Futures contract should have the same payout as the call - put, and the stock - bond. Since they have the same payout, and are based on the same underlying, logically they should have the same risk. But, the margin requirements for shorting puts is significantly higher than the futures. Why?
For reference: The /ESZ0 contract, with notional value of ~$183,000 has a margin requirement of $11,000. Ignoring dividends and borrowing costs, the equivalent SPY(~$366) exposure would be 500 shares, or 5 Call-Put pairs with a delta of 1 (.5 - (-.5)). The cost of 5 SPY calls for Dec 16 is 5 * $2.81 = $1405. The premium received for the puts is 5 * $2.64= $1,320.
The problem here is that the margin for 5 short puts is 10% of the underlying value, or $19,620 ($1,320 + 0.1*366*100*5). Why would anyone who wants $183K of S&P exposure ever trade the options when they could get the better BP reduction by trading the futures? It's almost 2x better.
From my understanding, buying a call and shorting a put should have the equivalent payout as shorting a bond and buying the stock (via put-call parity). However, going long on a Futures contract should have the same payout as the call - put, and the stock - bond. Since they have the same payout, and are based on the same underlying, logically they should have the same risk. But, the margin requirements for shorting puts is significantly higher than the futures. Why?
For reference: The /ESZ0 contract, with notional value of ~$183,000 has a margin requirement of $11,000. Ignoring dividends and borrowing costs, the equivalent SPY(~$366) exposure would be 500 shares, or 5 Call-Put pairs with a delta of 1 (.5 - (-.5)). The cost of 5 SPY calls for Dec 16 is 5 * $2.81 = $1405. The premium received for the puts is 5 * $2.64= $1,320.
The problem here is that the margin for 5 short puts is 10% of the underlying value, or $19,620 ($1,320 + 0.1*366*100*5). Why would anyone who wants $183K of S&P exposure ever trade the options when they could get the better BP reduction by trading the futures? It's almost 2x better.
