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參考文獻

在文檔中 內文目錄 1. (頁 49-56)

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附錄 A MPEG7 特徵値公式

表 9 頻率特徵 Frequency Features 公式表[40]

特徵值名稱 公式

AveFeq

[ ]

0),0 575

(

28125 .

38 ≤ ≤

>

= ×

∑ ∑

i

i M Count frameFeq line

f

frameFeq AveFeq

f

=

1 0

AveBandwidth frameBW =

(

maxMDCT −minMDCT

)

×38.28125 f

frameBW th

AveBandwid

f

=

1 0

表 10 頻譜特徵 Spectrum Features公式表[40]

特徵值名稱 公式

AveSpectralCentroid

[ ]

[ ]

,0 575

=

∑ ∑

i

i M

i Cframe iM

f

=

1 -f

0 Cframe lCentroid

AveSpectra

AveSpectralRollOff

min

[ ]

∑ [ ]

0

575

0

85 . 0

R

i M i

M

f lRollOff R

AveRpectra

f

=

1

0 min

AveSpectralFlux F

[ ][ ]

k i = M

[

k +1

][ ]

i M

[ ][ ]

k i ,0 i 575,0 k f 2

[ ] [ ][ ]

1

2 0

=

f

i k F i

lFlux AveSpectra

f

AveFlux

[ ]

,0 575 576

575

0 ≤ ≤

=

Fluxi i

AveFlux

AveNZFlux

575Flux

[ ]

i

表 11 能量特徵 Energy Features公式表[40]

特徵值名稱 公式

AveRMS

( [ ] )

575 0

576 ,

575 0

2

=

i i RMS M

( )

f AveRMS RMS

f

=

1 0

AveFeatureVariance

[ ] [ ]

575 1

575 , iance 1

FeatureVar − − ≤ ≤

=

M i M i i

[ ] [ ]

575 Variance 1

AveFeature =

M i M i

AveNegPower

( [ ] )

575 0

576 , r 0

AveNegPowe

1

0

×

=

∑ ∑

< i

f

i M Count f

AveIntensity

( [ ] )

575 0

, ty

AveIntensi

1 0

2

=

∑ ∑

i

f i

f M

AvePower

( [ ] )

575 0

f , AvePower

1

0 ≤ ≤

=

∑ ∑

f M i i

AveLowEnergy

[ ]

,0 575

3 . 0 ]

[ ≤ × ≤ ≤

=

∑ ∑

i

i M

AvePower i

LE M

f AveES LE

f

=

1 0

AveMidEnergy

[ ]

] 5.5 ,0 575

[ 5

.

4 × ×

=

∑ ∑

i

i M

AvePower i

M AvePower

ME

f AveES ME

f

=

1 0

AveHigEnergy

[ ]

,0 575

7 . 0 ]

[ ×

=

∑ ∑

i

i M

AvePower i

HE M

f AveES HE

f

=

1 0

AveEnergySequences

( [ ] [ ] )

575 1

, 575

7 . 0

1 ×

= Count M i M i AvePower i ES

f AveES ES

f

=

1 0

ALPE

( )

f

AveRMS RMS

Count

f < ×

=

1

0 0.5

ALPE

AveSR

[ ]

,0 575

max 05 . 0 ] [

575 0

× ≤

= ≤

∑ ∑ ∑

i

i M

MDCT i

SR M

f AveSR SR

f

=

1 0

表 12 頻率能量特徵 Frequency-EnergyFeatures 公式表[40]

特徵值名稱 公式

AveMaxPowerFrequency

f f MDCT

×

=

1 -f

0 max 38.28125 rFrequency

AveMaxPowe AveLowFeqPower

[ ]

∑ ∑ [ ]

= 575

0 5 0

i M

i low M

f

=

1 -f

0 low

ower AveLowFeqP AveMidLowFeqPower

[ ]

∑ ∑ [ ]

= 575

0 13 6

i M

i midlow M

f

=

1 -f

0 midlow eqPower

AveMidLowF AveMidFeqPower

[ ]

∑ ∑ [ ]

= 575

0 26 14

i M

i mid M

f

=

1 -f

0 mid

ower AveMidFeqP AveMidHigFeqPower

[ ]

∑ ∑ [ ]

= 575

53 27

i M

i midhig M

在文檔中 內文目錄 1. (頁 49-56)

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