I don't see anyone following up on maestro's concept of the arcsin or median deviation ratio concepts. Play with them and ask how they might translate to market strategies(or not). Also, why are the results not intuitive (from a coin toss perspective?). I don't think he'll spoon feed answers, but if you show him work, I think he'll move you closer to the simple answer you want (and everyone benefits). There are times I've disagreed with him, even citing academic papers -- but then, after playing over and over with his ideas I've stumbled upon things I didn't formerly believe.
Until I brought up splines, the mean reversion thread would have gone nowhere (he teased for a long time).
Now that he acknowledged someone has stumbled upon his thinking, he's not only continued to put the theme in play, but elevated common TA vernacular by about 10X in more ways than you might think. I don't know why you are feeling generous, Maestro, but if you want to divulge more of your wisdom for any reason, I'm very eager to hear it.
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If posters are bored, here's something to play with.
Since many posters are looking at this from a mean reversion perspective, see if you can understand the reversion directional probability rule.
Take a ts generated from a gaussian process (a large one like 1000 steps).
Then count how many times the following
occur
a) p(t-1) < median AND sign(p(t)-p(t-1))= POS
b) p(t-1) > median AND sign(p(t)-p(t-1))= NEG
Sum both results and divide by the total number of trials. Run it over and over. Does the directional indicator only give a 50% result? Remember, you are generating a probability rule based on random walk distribution.
Until I brought up splines, the mean reversion thread would have gone nowhere (he teased for a long time).
Now that he acknowledged someone has stumbled upon his thinking, he's not only continued to put the theme in play, but elevated common TA vernacular by about 10X in more ways than you might think. I don't know why you are feeling generous, Maestro, but if you want to divulge more of your wisdom for any reason, I'm very eager to hear it.
----------------------------
If posters are bored, here's something to play with.
Since many posters are looking at this from a mean reversion perspective, see if you can understand the reversion directional probability rule.
Take a ts generated from a gaussian process (a large one like 1000 steps).
Then count how many times the following
occur
a) p(t-1) < median AND sign(p(t)-p(t-1))= POS
b) p(t-1) > median AND sign(p(t)-p(t-1))= NEG
Sum both results and divide by the total number of trials. Run it over and over. Does the directional indicator only give a 50% result? Remember, you are generating a probability rule based on random walk distribution.