alphavilleA nonlinear system with chaotic behaviour can be as simple as the logistic map, yet showing emergent.
Matthew ConroySecond result in my efforts to make audio versions of the logistic map. This one is a little more exciting than the first: lower in pitch, pan controlled by pitch (lower pitch to the left, higher pitch to the right), louder in periods of more chaos, and less time before the first bifurcation. https://on.soundcloud.com/eB5pXCrK3BuPEKpNY1
sound from logistic map (second version)
A second version. Converting the logistic map bifurcation diagram to sound. The logistic map is f(x)=4Ax(1-x) where A is a real parameter between 0 and 1. In this draft, the value of A is associat
Some folks asked me about making sound from the logistic map, so I came up with this first draft. https://soundcloud.com/matthew-m-conroy/first-draft-sound-from-logistics-map-bifurcation-diagram
#sound #audio #chaos #mathematics #math #maths #bifurcation #logisticMap
first draft: sound from logistics map bifurcation diagram
A first draft attempt to convert the logistics map bifurcation diagram to sound. The logistics map is f(x)=4Ax(1-x) where A is a real parameter between 0 and 1. In this draft, the value of A is asso