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https://twitter.com/prpl8/status/1896676500386238699
https://twitter.com/alexpotato/status/1215876962809339904... I was loving it, figured we'd found a big seller and was waving them in. My battle-hardened trader Chris Hauck stopped buying and said Benn something feels off to me. He called MS to check everything.
https://twitter.com/bennpeifert/status/1256629844634296320Second, a bit more detail
https://x.com/bennpeifert/status/1362908508237090816
https://twitter.com/stoked_on_waves/status/1894436766117187963On the first point, this is just a simple math thing. If this is the stock prices process (average rate of return mu, volatility sigma):
https://twitter.com/KevinLMak/status/1894200180502630583When you buy a put or sell a call on a stock, you're getting short exposure to the stock. Did you just find a cheat code to get around the borrow cost? No, obviously not, there are no cheat codes for anything in finance, sorry.
https://twitter.com/bennpeifert/status/1893506980783767656For example, if I buy the SPX Mar25-Jun25 atm straddle FVA, on March expiration we'll take the settle price of the S&P 500 and that will be the strike price of my Jun25 straddle. Before March expiration, I don't have a strike, so the straddle "floats" with spot
https://twitter.com/bennpeifert/status/1893506980783767656So for example, the down-var might have a threshold at 90% of current spot and the up-var at 110% of spot. Below 90% of current spot, the client is short variance; above 110% of current spot; the client is long variance.
https://twitter.com/bennpeifert/status/1892228079256318459If you were to add up your dollar gamma across all your positions, the thought experiment would be if every underlying goes up by 1%, how much total dollar delta do you pick up. Maybe this is kind of interesting? But probably not.
https://twitter.com/bennpeifert/status/1892228079256318459Of course, they're not. So we need an extra component. If one day passes and everything stationary remains the same, the implied volatility of an option "rolls up" or "rolls down" the volatility surface along the time to maturity axis
https://twitter.com/mikeandallie/status/1889352614216692192
https://twitter.com/bennpeifert/status/18886000295791043782) Most of you voted Jim Simons. His famous derivatives use was in basket options, which transformed short term capital gains tax obligations into long term capital gains rates. This saved them about $6 billion but was later clawed back by courts and IRS which did not appreciate it.
https://twitter.com/bennpeifert/status/1888406743790895108There was an enormous 6'6 300-pound Eastern European derivatives execution trader we'll call Hodor (that rhymes with his actual name). He's still around so we don't need to harass him.
https://twitter.com/bennpeifert/status/1887952397886238797First, let's oversimplify and illustrate with a warmup question I'd ask a junior candidate. Suppose you own a call option delta neutral, and you know its Greeks. Tomorrow you come in and the stock has moved X%, volatility and rates and dividends are the same. What's your PNL?
https://twitter.com/bennpeifert/status/1887748965204160943Here is performance before and after 2012. (I'll explain why 2012 in a bit.) The call write strategy sharply outperforms before 2012 and then significantly underperforms after 2012. But why doesn't it look liek that in the chart?
https://twitter.com/bennpeifert/status/1887535662938951912As always this is going to be our perspective as institutional derivatives absolute return managers, won't be the same in long/short equity etc.
https://twitter.com/bennpeifert/status/1886844610103947639Let's walk through a bit of the logic here. This is clearly not a single vanilla option, you have multiple reversals of convexity. Notable features: