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I have been working on this for some time and with a probability of well over 50% it is possible to predict changes in volatility without too much trouble. what the movement will be and approximately how big it will be. but the sign of this movement (up/down) is much harder to predict, it is a different order of difficulty.
The only question is how soon the trend will occur, how much we will lose on reversals and how long the price trend will be.
Everything will somehow average out and everything will be fine.)
There is no particular need for predicting a sign. You can always turn around by increasing the volume of the position
... have you modelled this on a large number of trades, I mean over 100...200 trades?
I'd like to understand the meaning of the Swinosaurs filter using this example of his circuit.
I know how diodes, resistors and capacitors work.
Let's assume that we feed the Close price to the input, what do we then get at the output? Where is the mathematical and physical meaning of this circuit?
I'm afraid to disappoint you, but on average it will be like that. Also, does it not occur to you that my analysis algorithm is such that I will not enter the market in real "long non-trends", which are particularly fraught with the fears you describe?
Let's say we give the Close price as input, what then do we get as output? Where are the mathematical and physical implications of this scheme?
What then do we get out of it?
You assume that you know the time interval of a possible imminent reverse trend because you are not going to enter at that interval.