Example #1: Alto Saxophone Multiphonics

Graphs

Clusters Space Network (using MDS)
Minimum Spanning Tree (using Kruskal)

N.B. For both graphs, nodes sizes and colours = average weighted degree; larger and darker = high degree, and vice versa…


Shortest Hamiltonian Path (using Nearest Neighbour algorithm)

  • Clusters sequence: {14, 13, 3, 10, 4, 12, 11, 5, 8, 9, 7, 6, 1, 2}

N.B. Very close to the Minimum Spanning Tree above…

N.B. The clusters are melted separately using granular synthesis and sequenced using crossfades…


Raw Clustering

General parameters:

  • Audio feature(s): chroma
  • Temporal modelling: none
  • Clustering type: neat
  • Distance type(s): mahalanobis

Detailed parameters:

Cluster-1

Cluster-2

Cluster-3

Cluster-4

Cluster-5

Cluster-6

Cluster-7

Cluster-8

Cluster-9

Cluster-10

Cluster-11

Cluster-12

Cluster-13

Cluster-14

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lebel/structuring-music-by-means-of-audio-clustering-and-graph-search-algorithms/example-1.txt · Dernière modification: 2017/03/14 15:16 par Frédéric Le Bel