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We are looking for the same signals at the same moment on different correlations, because of the different correlation we can take more assets to deversify/increase the profit.
We are approaching the same target by different ways))) If you take into portfolio instruments that do not depend on each other and behave differently depending on external factors, when they grow, you can hope with a reasonable probability that they all together will not decrease in price.
It makes sense. Estimating the correlation on a plot (any, complete, incomplete) by mathematical methods means nothing by itself. A true negative or false positive error cannot be detected by mathematical methods. But the goal is to hope/forecast that the portfolio will behave differently to external factors. And at some point it may not work.
I agree with Buffett, without an understanding of the process it is better to stay at home and not go to the market))))
I'm trying to imagine two segments under this condition. Will perpendicularly placed give a correlation equal to 0.0?
If so, this is roughly how a cross and a major move, for example, but not always.
Physically, the process looks like this (I wrote about it more than once)
- if the majors are trending, the cross is flat
- If the cross is trending, the major is flat.
Correspondingly, in these cases the correlation will be close to zero.
Apparently not, it searches instruments that are independent and different in fact. But it finds what it finds.)
It's not that it's big, it's that for each individual algorithm it will only be numbers that are peculiar to it. This means that applying any formula to a series of random numbers can only cloud the skull, nothing more.
And in general, it is difficult to imagine any random series.
In simple words - there is an algorithm of RNG, there is a logical sequence of operations for generating random numbers, which in fact will not be random and will necessarily obtain a logical distribution of generation.
For example, generate numbers from 1 to 10. For the RNG algorithm number 1 will fall out more often 5-rings, and for the algorithm number 2, 10-rings. And the repeatability of this distribution will be 100%.
And before you blurt out the theorem, I suggest checking it out in practice, making a million generations on each algorithm and make sure of what I have said.
Don't confuse PRNG and RNG. Only PRNGs are based on algorithms, while RNGs are hardware-based (e.g. quantum).
Try reading and understanding about the well-known "paradox of birthdays" or standard probability tests for PRNG and don't talk nonsense. It is almost impossible to see the difference between a PRNG and a good PRNG.
Portfolio construction is primarily an optimisation problem. It comes down to finding correlations when set in the form of Markowitz theory. There is an interesting transcendreamer's thread on the *** forum about portfolios.
And in my opinion, portfolios are better composed of trading systems rather than instruments themselves.
There is no need to confuse PRNG and LNG. Only PRNGs are based on algorithms and RNGs are hardware based (e.g. quantum).
Try reading and understanding the well-known "paradox of birthdays" or standard probability tests for PRNG and don't talk nonsense. It's almost impossible to see the difference between a PRNG and a good PRNG.
Quantum can't be argued. sort of like low frequency sampling from uncontrolled high frequency sampling should work too, but also the paradoxes of starting a high frequency process))) Gaming machines have proved that you can't do that either)
Funny paradox, I read it in 5th or 7th grade in Quantum)))
Portfolio construction is primarily an optimisation problem. It comes down to finding correlations when set in the form of Markowitz theory. There is an interesting transcendreamer's thread on the *** forum about portfolios.
And in my opinion, portfolios are better composed of trading systems and not of instruments.
This is what a view is all about
and theory is far from practice
The optimal forex portfolio is, oddly enough, composed of 13 pairs.
Portfolio construction is primarily an optimisation problem. It comes down to finding correlations when set in the form of Markowitz theory. There is an interesting transcendreamer's thread on the *** forum about portfolios.
And in my opinion, portfolios are better composed of trading systems rather than instruments themselves.
I try to use two bars for this condition. Will the correlation be 0.0 if they are perpendicular?
If so, this is roughly how a cross and a major move, but not always.
Physically, the process looks like this (I wrote about it more than once)
- if the majors are trending, the cross is flat
- If the cross is trending, the major is flat.
Correspondingly, in these cases the correlation will be close to zero.
You are right. Different conditions, different events in the current moment.