Comparison of two quotation charts with non-linear distortions on the X-axis - page 4

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Did not check for symmetry criterion.
You have explained several times the need to logarithm the original BPs, if I don't confuse anything, this is necessary to bring the cvr to the same view, right?
if not, can you explain?
And I don't understand at all, how is logarithmation of tsvr done???
Thank you.
Consideration of absolute price change is illogical for several reasons:
Relative price change does not have these disadvantages. Logarithm of MPT allows to pass from a relative estimation to the absolute one (simpler to implement): log(a / b) = log(a) - log(b).
Logarithmic IRR - each term of the series is equal to the logarithm of (any) price: Prices[i] = Log(Prices[i]).
what can it do?
here is the euras prologarithmic H4 http://imglink.ru/pictures/07-03-12/5735ba01c1d14f9baa96ad92c1afc800.jpg
and a normal chart: http://imglink.ru/pictures/07-03-12/1ad651a678ac73189f5ada780de6508c.jpg
to be honest, I don't see any difference
There are tasks where not having logarithms won't make a difference. But there are tasks where it is practically impossible to do without it:
From the academic point of view, logarithm must always be done. From a practical point of view, it is by no means always necessary.
Consideration of absolute price change is illogical for several reasons:
A relative price change does not have these disadvantages. Logarithm of MPT allows to pass from a relative estimation to the absolute one (simpler to implement): log(a / b) = log(a) - log(b).
Logarithmization of TDT - each term of the series is equal to the logarithm of (any) price: Prices[i] = Log(Prices[i]).
excuse me, the first and fourth lines don't contradict???
from the first one we understand that the absolute change is illogical and relative change should be used.
from the fourth, logarithm allows you to go from relative to absolute.
confused.
Scriptong did something like that, I'd have to check his forum
Take the zigzag thicker. What is DTW? Is it just a scaling along the time axis? But it's uniform. If it's a satisfactory solution, then there shouldn't be any question, it's the first elementary solution.
Simple and beautiful method, I'm extremely surprised I haven't encountered it before.
As I understand it, you take two signals of the same length, build a matrix of pairwise distances between samples and use it to find the "lowest" path from the lower left corner to the upper right corner. It is taken as the required non-linear time transformation:
The picture is from here, there is also a detailed explanation of all the nuances. The code in mql will probably not be long))