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Can anyone understand how the Kohonen Self-Organising Map can be used to identify a harness?
Even the person who advised you doesn't understand how to apply it here.
And why? The temperature map didn't work either?
And why? The temp card didn't come up either?
I haven't figured out how to do it yet, I'm waiting for it to hit me... It takes a very long time for the psyche to fill up for the leap. I've been obsessed with this task for years.
Perhaps it is better to solve this problem in terms of histograms and modes.
Interesting, well I take it there is no ready-made function on mql5...
Interesting, well I take it there is no ready-made function in mql5...
There isMathProbabilityDensityEmpirical() function. Moda will be that element of array x[i] (3rd argument of the function) which corresponds to maximum of array pdf[i](4th argument of the function).
There isMathProbabilityDensityEmpirical() function. Moda will be that element of array x[i] (3rd argument of the function) which corresponds to the maximum of array pdf[i](4th argument of the function).
So Moda is every third(x[2],x[5]...) or just x[2] is moda
Sorry, I don't understand it as... ( which corresponds to the maximum of the array pdf[i](the 4th argument of the function.) )
I haven't figured out how to do it yet, I'm waiting for it to hit me... It takes a very long time for the psyche to fill up for the leap. I've been obsessed with this task for years.
Do you have to have a completely incomprehensible method? Is a direct adequate solution in any way unacceptable?
Is a completely incomprehensible method necessarily needed? Is a direct adequate solution in any way unacceptable?
Are you referring to the heat map or ....???
Are you talking about the heat map or ....?
What does this heat map have to do with anything?