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Is the curve something like a weight function of the k-types for the mach?
It is roughly clear. All this fiddling with polynomials is, so to speak, an attempt to compress information about the filter weight function: if the k-values are 34, they can be plotted using 5 numbers.
Of course to polynomial regression your indicator has the same relation as Fibo level has to RSI :) But the idea is very interesting.
I put a couple of your filters with parameters 8 and 21 on the chart and found a nice full stop in July 2007. So I have a question: what trend indicator should be to work on that area (i.e. ignore it)?
Is the curve something like a weight function of the k-ts for the mach?
. So the question arises: what should the trend indicator be so that it works in this area (i.e. ignores it)?
counter-trend, enter at maximum difference
In principle RMS^2 = M[X^2] - (M[X])^2. You can try to build something recurrenceally from here.
It is true that it does not yet calculate the RMS, but it is a matter of technique and a couple of pieces of paper.
double iStdDev( string symbol, int timeframe, int ma_period, int ma_shift, int ma_method, int applied_price, int shift)
Yura, I want to count the RMS faster than the standard function. What if it works? For a single call it should be faster than any code written in the language, but for a massive call (counting the whole chart) we can save on costs.
Still error 2008.02.15 17:07:22 2007.01.11 12:15 OTF_1 EURUSD,M1: negative argument for MathSqrt function
Although Ihmo, instead of bars we should use three numbers instead of one. Open, (H+L)/2 (middle of time interval) and Close. But it will be another indicator
Yura, you want to count the RMS faster than the standard function. What if it works? For a single call it should be faster than any code written in the language, but for a massive call (counting the whole chart) we can save on costs.
Yura, you want to count the RMS faster than the standard function. What if it works? With a single call it should be faster than any code written in the language, but with mass (counting the whole chart) it's possible to save on costs.
Still got error 2008.02.15 17:07:22 2007.01.11 12:15 OTF_1 EURUSD,M1: negative argument for MathSqrt function
Although Ihmo, instead of bars you should use three numbers instead of one. Open, (H+L)/2 (middle point of time interval) and Close. But it will be another indicator
Yura, I want to calculate the RMS faster than the standard function. What if it works? When you call it once, it should be faster than any code written in a language, but when you call it en masse (the whole chart), you can save on costs.
Although Ihmo, instead of a bar you should put three numbers instead of one. Open, (H+L)/2 (middle of time interval) and Close. But this will be another indicator
If you don't mind, where and in which indicator is this implemented ?
If you don't mind, where and in which indicator is this implemented ?