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Hmm... "the amplitude is several times the spread"? How is that related?
Hmmm... "The amplitude is several times the spread"? How is that related?
Well, the amplitude is in pips and the phase is in time.
It's trivial, the amplitude is always calculated in the units in which the signal is measured.
It's a matter of principle, the amplitude is always calculated in the units in which the signal is measured.
No, that is not the point. Why, if the harmonic amplitude is several times greater than the spread on the historical data, then this harmonic will be profitable in the future? What does it have to do with the expected payoff?
Well, if the amplitude is currently at an extremum, even a drunken hedgehog knows that it can only move towards an extremum with the opposite sign. Its future, i.e. the direction of movement is already known before the next extremum. It's trivial.
If the amplitude is equal to several spreads, then it will give an advantage of at least the size of the amplitude, which is also trivial.
Well, if the amplitude is currently at an extremum, even a drunken hedgehog knows that it can only move towards an extremum with the opposite sign. Its future, i.e. the direction of movement is already known before the next extremum. It's trivial.
If the amplitude is equal to several spreads, it will give an advantage of at least the size of the amplitude, which is also trivial.
The "tricky thing" about the market is that the amplitude of the first harmonic estimated from past observations may be even smaller than the observed one... or the sum of a couple of other harmonics will throw the price much further.
;)
...cycle frequency in amplitude...
So it could well apply to the market.
Well, if the amplitude is currently at an extremum, even a drunken hedgehog knows that it can only move towards an extremum with the opposite sign. Its future, i.e. the direction of movement is already known before the next extremum. This is trivial.
If the amplitude is equal to several spreads, it will give an advantage of at least the size of the amplitude, which is also trivial.