horribillicus, you had changed your argument to initiate trades everyday to every Monday. you didn't specify holdtime, I was still assuming a one day hold time. fine, looks like it's a week hold time... blowout the first day should be changed to the first week. otherwise, this doesn't change anything.
your example using the SPY's is clever and I would agree with you that the odds of it going to 0 in a week are near nil, but you never specified a market. What if you were short internet stocks in 97-98, etc or long some fraudulent penny stock? Since we have no knowledge of the market we're trading how can it be assumed that the risk of blowout does not exist and is not much greater than nill? Even if we did come up with some probability function using all the markets and stocks that have ever existed and figure out the % of which ones doubled or went to 0 at any given time and used that in the equation, the fact that yolanda's probability of experiencing a worse dd during that time does not change. her risk profile is greater, i don't know how else to express it.
kevin, what are you not understanding? in this situation, with no bankroll or payout specified, we have to assume the avg std dev of returns is the avg risk/reward per trade. this simplifies the ror equation to basic coin flips in a row scenario. perhaps you need to be more specific. was it the long short exposure with an unspecified market that threw you off? read the above for more insight.
man, you got it right, that's exaclty what the equation does.
your example using the SPY's is clever and I would agree with you that the odds of it going to 0 in a week are near nil, but you never specified a market. What if you were short internet stocks in 97-98, etc or long some fraudulent penny stock? Since we have no knowledge of the market we're trading how can it be assumed that the risk of blowout does not exist and is not much greater than nill? Even if we did come up with some probability function using all the markets and stocks that have ever existed and figure out the % of which ones doubled or went to 0 at any given time and used that in the equation, the fact that yolanda's probability of experiencing a worse dd during that time does not change. her risk profile is greater, i don't know how else to express it.
kevin, what are you not understanding? in this situation, with no bankroll or payout specified, we have to assume the avg std dev of returns is the avg risk/reward per trade. this simplifies the ror equation to basic coin flips in a row scenario. perhaps you need to be more specific. was it the long short exposure with an unspecified market that threw you off? read the above for more insight.
man, you got it right, that's exaclty what the equation does.

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