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| | #1 | ||
![]() | Looking for Oscillator That Does NOT Diverge One stupid question from a newbie. Is any chance there is an oscillator that does not diverge at all (or diverges very little)? I need it for calculating Bollinger Bands of it. Regards | ||
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| | #2 | ||
![]() | Re: Looking for Oscillator That Does NOT Diverge My knowledge of signal processing is pretty rudimentary though if memory serves there are a couple of guys here that where engineers in previous lives that might be able to answer with much more authority. | ||
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| | #3 | ||
![]() | Re: Looking for Oscillator That Does NOT Diverge When price doesn't have as much velocity (measure vertical move/number of bars) then an oscillator will not push as far as price because in some way its a 1st (or maybe 2nd in come cases) derivative of price. So by definition oscillators will diverge. Will divergence be meaningful? Quite probably not ... slowing down doesn't mean that something is going to stop and reverse does it? | ||
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| | #4 | ||
![]() | Re: Looking for Oscillator That Does NOT Diverge What you guys wrote is not very optimistic for me | ||
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| | #5 | ||
![]() | Re: Looking for Oscillator That Does NOT Diverge Or if you want the extensions use a zig zag or a zig zag smoothed with a 3ema. | ||
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| | #6 | ||
![]() | Re: Looking for Oscillator That Does NOT Diverge Quote:
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| | #7 | ||
![]() | Re: Looking for Oscillator That Does NOT Diverge | ||
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| | #8 | ||
![]() | Re: Looking for Oscillator That Does NOT Diverge Quote:
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