here http://bit.ly/TFFL7VI am looking for software that, given a fixed price for an option (say SPX Puts costing 2.00) will plot the corresponding strike prices for this option over time (preferably on the same chart with the SPX stop price).
Are you looking to '"view" an estimate of future decay if the index were not to change overtime? How would you benefit from the visual?
You can use the BS model with current assumptions to get option values for each day for that strike. Then put those values in a spreadsheet and you have your plot. I'm sure someone here or in a blog has posted the BS formula that you can use in a spreadsheet. I'm not sure what value it offers as the index never stands still and Ivol always moves.
Robert, thanks for the reply and no, what I'm looking for is much simpler:
I would like to visually see how far from the spot price I would have to sell the option in order to receive a 2.00 credit. This could then be plotted against the SPX spot on the same chart. The option price here would be a fixed constant. This would require daily historic data of SPY, SPX or ES options.
JT
Robert, thanks for the reply and no, what I'm looking for is much simpler:
I would like to visually see how far from the spot price I would have to sell the option in order to receive a 2.00 credit. This could then be plotted against the SPX spot on the same chart. The option price here would be a fixed constant. This would require daily historic data of SPY, SPX or ES options.
JT
$2.00 for one options or a spread? and, I would never use the SPX cash but the future that corresponds to that option, unless you are very close the expiration.
Maybe you should roll your own?
This is from February -- six expiries of SPX data from a .csv scrape, calculated Gaussian P(ITM)s in front of market-declared deltas, and then calculated $5-$20 wide vertical spreads. Lastly, these spreads are filtered for some price range.
The stated wish for a $2.00 option price would be that much simpler, but this illustrates a bunch of market/environment factors that I think you're aiming at.
(A little math between cells G11 and M11 suggests this was printed at 16:00 14Feb'18, FYI. The vol (26 and 24.xx) barely fits on the page!)
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