_fractal-fugues-self-similar-counterpoint.jpg "Fractal Fugues (self-similar counterpoint) from melodies definition Video Screenshot Preview")
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⏲ Duration: 1 min 82 sec
✓ Published: 17-Jul-2018
✓ Published: 17-Jul-2018
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INTRODUCTIONnMusic is naturally self-similar. Melodies, rhythms, and sonic qualities recur in time, with theme and variation. Identical melodies that start at different times and pitches can weave among each other to create intricate counterpoint: fugues. Fractal Fugues are sonic structures that have mathematical self-similarity. nnVISUAL DISPLAYnColored circles represent musical notes. A connected sequence of notes is called a “motif”. The vertical axis represents pitch (circles near the to
INTRODUCTIONnMusic is naturally self-similar. Melodies, rhythms, and sonic qualities recur in time, with theme and variation. Identical melodies that start at different times and pitches can weave among each other to create intricate counterpoint: fugues. Fractal Fugues are sonic structures that have mathematical self-similarity. nnVISUAL DISPLAYnColored circles represent musical notes. A connected sequence of notes is called a “motif”. The vertical axis represents pitch (circles near the to
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