@TheBigShort , were you able to internalize this discussion and come away with a deeper understanding of skew and its implications by now?
I was doing some thinking today and I still don't have a complete intuitive grasp on the smile.
Take the following scenario: I have $28,714 (SPY @ 287.14 as I'm writing) and want to deploy it in a combination of short vol / gamma some passive equity exposure. Intend to hedge option deltas. Looking at the Jun '21 expiration.
Option 1: I short a 30 delta PUT, go long 40 shares and hold the rest in cash (LIBOR @ 2.7% and usually derivative embedded interest is south of that so using 2.5% yield for that portion).
Option 1 cash flows will be as follows:
($11,485.60 SPY * 1.81% Div yield * 73 days)
($375 credit for the short put)
(Div coming out of the shares makes -$31.18 drag on Put PnL 1.81% * 30 shares * 73 days)
($17,228.40 CASH * 2.5% yield * 73 days)
(Unknown return of 70 deltas equity exposure over the period)
----
Returns = $471.54 + 70 deltas
@@@@@@@@@@
@@@@@@@@@@
Option 2: I short a 30 delta CALL, go long 100 shares SPY.
Option 2 cash flows will be as follows:
($28,714 SPY * 1.81% Div yield * 73 days)
($257 credit for the short call)
(Div coming out of shares boosts Call PnL +$31.18)
(Unknown return of 70 deltas equity exposure over the period)
----
Returns = $392.12 + 70 deltas
Basically, the additional PnL from writing the PUT comes from the higher IV because of skew. And this isn't free money or it would be arbed away. We're essentially saying the extra $79.42 from the PUT option is an approximation of the increased hedging costs / risk that is likely to occur because we tend to realize more volatility on down-side movements vs. market appreciation.
Is the above an accurate assessment?
Thanks,
Magic
I was doing some thinking today and I still don't have a complete intuitive grasp on the smile.
Take the following scenario: I have $28,714 (SPY @ 287.14 as I'm writing) and want to deploy it in a combination of short vol / gamma some passive equity exposure. Intend to hedge option deltas. Looking at the Jun '21 expiration.
Option 1: I short a 30 delta PUT, go long 40 shares and hold the rest in cash (LIBOR @ 2.7% and usually derivative embedded interest is south of that so using 2.5% yield for that portion).
Option 1 cash flows will be as follows:
($11,485.60 SPY * 1.81% Div yield * 73 days)
($375 credit for the short put)
(Div coming out of the shares makes -$31.18 drag on Put PnL 1.81% * 30 shares * 73 days)
($17,228.40 CASH * 2.5% yield * 73 days)
(Unknown return of 70 deltas equity exposure over the period)
----
Returns = $471.54 + 70 deltas
@@@@@@@@@@
@@@@@@@@@@
Option 2: I short a 30 delta CALL, go long 100 shares SPY.
Option 2 cash flows will be as follows:
($28,714 SPY * 1.81% Div yield * 73 days)
($257 credit for the short call)
(Div coming out of shares boosts Call PnL +$31.18)
(Unknown return of 70 deltas equity exposure over the period)
----
Returns = $392.12 + 70 deltas
Basically, the additional PnL from writing the PUT comes from the higher IV because of skew. And this isn't free money or it would be arbed away. We're essentially saying the extra $79.42 from the PUT option is an approximation of the increased hedging costs / risk that is likely to occur because we tend to realize more volatility on down-side movements vs. market appreciation.
Is the above an accurate assessment?
Thanks,
Magic