Brain-training tasks related to trading in one way or another. Theorist, game theory, etc. - page 19
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Is it geometric? Well, that cleared it up.
It is easier now, because the geometric one can easily be summed up. However, the resulting equation still has to be solved by approximate methods.
I.e. we carefully give a geometric progression of the lot increase. And the graph of change of calculation result is not obtained, with the condition that we take only the minimum lot and above? And about and - the picture is not inserted:
, i.e. bx = N and log ( ab ) = log a + log b, i.e.log a + log b = log( ab )
Using these formulas we seem to get something
Maybe we missed it...
And such:
log ( b k ) = k - log b .
I'm confused...
trading strategy pattern maximum length = [10] bars
up to = [10] indicators can be included into the trading strategy
each indicator has up to = [8] buffers
each of them can intersect (relate) with every other inside of the indicator, as well as with every other buffer of any other indicator attached to the same chart.
The purpose is to calculate the dimensionality of the optimal array for recording a trading strategy.
String array with subsequent parsing is not recommended - it's a last resort...
So what if it's matcad. avtomat could be wrong too, literally interpreting the problem statement.
OK, consider at x=0.5:
0.01^(0.5^0) = 0.01,
0.01^(0.5^1) = 0.1,
0.01^(0.5^2) = 0.316. All right?
Wrong topic, don't drag the villagers here.
Yes, I did!(Brain training exercises related to trade in one way or another)
Using numerical methods to solve equations.
Is this equation linear with respect to x?
So train your brains together with the villagers. The villagers' branch is great, and there are plenty of smart people there as it is.