view fcadata/CLAM.dot @ 2:c314ed54a13b

added fca data files
author nothing@tehis.net
date Tue, 26 Feb 2013 14:19:21 +0000
parents
children 8bd8453e0551
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digraph Lat{
 node [ shape=record,margin="0.2,0.055" ];
edge[dir="none"];
c0 [label = "{|}"];
c1 [label = "{computation-Spectral binning|ZeroCrossingRate}"];
c2 [label = "{computation-Peak Detection|SpectralSlope}"];
c3 [label = "{|}"];
c4 [label = "{computation-Polynomial Root Fi...|SpectralRolloff}"];
c5 [label = "{|}"];
c6 [label = "{appdomain-fingerprinting|SpectralFlatness}"];
c7 [label = "{|SpectralCentroid}"];
c8 [label = "{|}"];
c9 [label = "{dimensions-1|}"];
c10 [label = "{|}"];
c11 [label = "{complexity-low|}"];
c12 [label = "{computation-Mean|}"];
c13 [label = "{level-perceptual|}"];
c14 [label = "{complexity-high|MelscaleFrequencyCepstralCoeff...}"];
c15 [label = "{|}"];
c16 [label = "{|}"];
c17 [label = "{level-physical|}"];
c18 [label = "{|}"];
c19 [label = "{tag-Timbre|}"];
c20 [label = "{dimensions-parameterized|}"];
c21 [label = "{|}"];
c22 [label = "{|}"];
c23 [label = "{|}"];
c24 [label = "{|}"];
c25 [label = "{appdomain-several|}"];
c26 [label = "{computation-Logarithm|}"];
c27 [label = "{|}"];
c28 [label = "{domain-time|}"];
c29 [label = "{computation-Discrete Fourier T...|}"];
c30 [label = "{computation-Windowing|}"];
c31 [label = "{|Mean}"];
c32 [label = "{tag-Audio|}"];
c33 [label = "{domain-frequency|}"];
c34 [label = "{|Coefficients (Mel-Frequency Ce...}"];
c1 -> c0
c2 -> c0
c3 -> c1
c3 -> c2
c4 -> c0
c5 -> c1
c5 -> c4
c6 -> c0
c7 -> c0
c8 -> c4
c8 -> c7
c9 -> c5
c9 -> c8
c10 -> c2
c10 -> c8
c11 -> c3
c11 -> c9
c11 -> c10
c12 -> c6
c12 -> c7
c13 -> c8
c13 -> c12
c14 -> c0
c15 -> c1
c15 -> c14
c16 -> c2
c16 -> c14
c17 -> c3
c17 -> c15
c17 -> c16
c18 -> c4
c18 -> c14
c19 -> c5
c19 -> c15
c19 -> c18
c20 -> c6
c20 -> c14
c21 -> c7
c21 -> c14
c22 -> c8
c22 -> c18
c22 -> c21
c23 -> c9
c23 -> c19
c23 -> c22
c24 -> c10
c24 -> c16
c24 -> c22
c25 -> c11
c25 -> c17
c25 -> c23
c25 -> c24
c26 -> c12
c26 -> c20
c26 -> c21
c27 -> c13
c27 -> c22
c27 -> c26
c28 -> c23
c28 -> c27
c29 -> c24
c29 -> c27
c30 -> c25
c30 -> c28
c30 -> c29
c31 -> c0
c32 -> c1
c32 -> c31
c33 -> c29
c33 -> c31
c34 -> c30
c34 -> c32
c34 -> c33
}