First of all, I never said nor would ever expect a linear relation between the option price and the underlying stock price.This is my first post, and I've read all the posts in this thread. I'll try to give botpro a explanation why the strategy is zero risk without using "greeks".
First of all, you should understand that option-prices does not have a linear correlation to the stock price.
And: a simple linear relation wouldn't be worth a Nobel Prize Black and Scholes won...
I know the distribution curve very well: lognormal, or alternatively said: the natural logarithms (ln) of the changes are normally distributed, ie. a bell-like shape (Gauss, the famous German mathematican discovered and formulated it some centuries ago)...
But these are basic things, I'm over them since at least 5 years...
My deficit is in options selling and the use of the greeks for an optimal hedging when needed, ie. to prevent a loss. But I'll have mastered it soon; it's not rocket science...
This example shows that botpros strategy would fail about half-way until expiration, but if the put is held to expiration, the strategy will still be profitable. One can easily see that using an end-price of 176.9 (Strike - Put premium) the strategy can impossible be exited without a loss.
The argument against this might be that SPY would never drop from 200 to 176.9 in 132 days. Well, it can!
Well, I guess you mean that according to you a zero-loss strategy is impossible, right?
That's IMHO not an open question anymore. With correct hedging one can prevent a loss.
But that I already stated in my previous postings.
For me the still open question is at what point should the hedge be initiated, IMHO the later the better, but it should be not too late... Ie. one needs to find the right point in time...
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