From theory to practice - page 78
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Well, the simplest case is a coin flip.
And the most complicated one?
short. exsel. gpsh.
or don't you like it?
And the most complicated one?
Are you going to trade each pair with 1/36 of your available funds? That's 36 times less profit, isn't it?
no. it is for each pair the profit will be 36 times less. but for all pairs the profit will be a whole.
That's what I asked Alexander about. He has a shortage of computing resources, but needs to spend 36 times more for some reason...
I understand they calculate the optimal corridor size. i.e. the optimal distance from the moving average, from which trades should be opened. but they use conventional wands.
So, can't you build a gsb?
In gpsb, you select numbers from 0 to 1.
Then you replace 0 with -1.
and build a series.
Look in the standard branch below
It's a whole branch, it's a pain to find. Is there really a standard that defines what "SB" is?
So, can't you build a gsb?
In gpsb, you select numbers from 0 to 1.
Then you replace 0 with -1.
and build a series.
Thank you.
But... I really don't know how to graph SBs. Not only that, I don't trust any of the pseudo-random number generators at all until I check them myself. And this is an extremely hard thing to do, so I never compare with graphs.
Adeksandr_K did. What came out? Identified by eye, now it rushes back and forth. I don't want to go down that path.
It's a whole branch, I've been tortured to find it. Is there really a standard defining what "SB" is?
is the movement of a point by a distance +1 or -1 with probability p. where (0<p<1).
in the case of a coin p is always strictly equal to 1/2.