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How to apply dominant cycle period, amplitude and phase shift
i found an indicator which calculates the dominant cycle, amplitude and phase shift using the discrete hilbert transform. my idea is to use those informations to create a sinus wave form indicator which plots those cycles according to those calculations.
does anybody have an idea how i could add those parameters to plot a valid cycle?
thank you and cheers,
mike
Can you help answer these questions from other members on NexusFi?
I think most of the cycle period work here in NT is based on the work of John Ehlers. The adaptive cci that I use definitely is. I have a guy when it comes to cycle period analysis... an old friend from a the past. He has a website that I think might interest you. There is some content that is "free". I know Lars pretty well and over the years have learned a lot from his approach. However I never purchased any products from him. In the formative days he provided a great deal for free to help with testing. Anyway I have no commercial connection. I do, though , pay attention to Lars and check his latest work every chance I can. Here is his site. I'd scrub it for details to his approach to the topic. www (dot) whentotrade (dot) com.
@mk77ch
Have you had any luck phase shifting with your code? I came up with a "waveform" (not a sinewave though) that I would like to shift forward a little but I've had no luck. I found a couple of codes in Matlab that allegedly do this using Fast Fourier Transforms.
I am just wondering if you had any luck phase shifting, if so what approach are you employing?
Thanks!
I have been unable to find any information on the net regarding how to read Elhers Dominant Cycle. Below it appears that it is a leading indicator saying that the next dominant cycle will be up. This seems to good to be true, is it?
this is an old thread but i recently started again to try and get a bit more into the subject as i believe this could be pretty powerful.
i will attach the indicators and a screenshot. maybe somebody who is into math and cycles could shed some light on this. the question which still remains is if it is possible to generate a cycle oscillator based on the period, amplitude and phase values from this indicator.
thank you in advance, math stranger genius
mike
I never lose. I either win or learn. Nelson Mandela