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Author | Topic: waveset transformation |
flo Member |
![]() ![]() ![]() Hi, I would like to apply Trevor Wishart's 'waveset reversal transformation' in kyma. I have a brief description and a sound example (attachment) but in the description it is not pointed out how to apply this technically and hearing the sound example I am also not completely sure what the algorithm behind this is. It seems to me that only individual grains/fragments of the source signal are reversed, not all of them; but how to accomplish this with the wavesets is not clear to me. Does anybody know/hear which algorithm is behind this and how I can apply this in kyma? Thanks. Best, Florian Short descripton: "Several years ago the British composer Trevor Wishart developed a family of eccentric sound transformations based on a sound particle that he called a waveset. He defined a waveset simply as the 'distance from one zero-crossing to a third zero-crossing'. For a pure sinusoidal signal, a waveset is equivalent to one ave period or wavecycle. For a more complicated signal with multiple zero-crossings, segmentation by wavesets breaks the signal into fragments, whose
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tuscland Member |
![]() ![]() ![]() Hi Flo, The description looks a bit sparse, but is very interesting!
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