I'm new to doing straddles and I'm following Larry McMillan's method but I'm running into problems. If you are not familiar with Larry's method, basically he compiles information on various straddles and runs a monte carlo simulator to determine which straddles have the best probablility of ever touching either breakeven point. Here's the problems:
1. These are good plays on a mathematical basis, but often they have very low volume and wide price spreads. Though Larry does base his research on the ask price, he does not factor in how much you will have to give up to exit the straddle. Often, I have to give up the entire premium to get out of the position. The result is, in order to make money, I have to be much further in the money then Larry actually predicts.
2. Larry calculates his probabilities based on a 1 call - to - 1 put basis. If you want to make the straddle delta neutral, the cost of the straddle is usually going to be much higher and the probabilities McMillan calculated will be invalid because the breakeven range is now significantly wider.
Has anyone else run into problems like this with Larry's method? Does anyone have any advice?
Thanks
1. These are good plays on a mathematical basis, but often they have very low volume and wide price spreads. Though Larry does base his research on the ask price, he does not factor in how much you will have to give up to exit the straddle. Often, I have to give up the entire premium to get out of the position. The result is, in order to make money, I have to be much further in the money then Larry actually predicts.
2. Larry calculates his probabilities based on a 1 call - to - 1 put basis. If you want to make the straddle delta neutral, the cost of the straddle is usually going to be much higher and the probabilities McMillan calculated will be invalid because the breakeven range is now significantly wider.
Has anyone else run into problems like this with Larry's method? Does anyone have any advice?
Thanks
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