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wavelib/test/modwt2test

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add gitignore
2020-11-09 10:29:20 +08:00
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This program is only valid for 0 <= N <= 40
npad must be >= N
The Non-Standard FFT Length must be a power of 2db1
Filter Not in Database
bior1.1bior1.3bior1.5bior2.2bior2.4bior2.6bior2.8bior3.1bior3.3bior3.5bior3.7bior3.9bior4.4bior5.5bior6.8rbior1.1rbior1.3rbior1.5rbior2.2rbior2.4rbior2.6rbior2.8rbior3.1rbior3.3rbior3.5rbior3.7rbior3.9rbior4.4rbior5.5rbior6.8meyerdb3db4db5db6db7db8db9db10db11db12db13db14db15db16db17db18db19db20db21db22db23db24db25db26db27db28db29db30db31db32db33db34db35db36db37db38coif1coif2coif3coif4coif5coif6coif7coif8coif9coif10coif11coif12coif13coif14coif15coif16coif17sym2sym3sym4sym5sym6sym7sym8sym9sym10sym11sym12sym13sym14sym15sym16sym17sym18sym19sym20
The Decomposition Iterations Cannot Exceed 100. Exiting
Error - The Signal Can only be iterated %d times using this wavelet. Exiting
symdwtDWTswtSWT
For SWT the signal length must be a multiple of 2^J.
perMODWThaardbcoif
MODWT is only implemented for orthogonal wavelet families - db, sym and coif
directshannonpowmorletmorl
Morlet Wavelet Parameter should be >= 0
paul
Paul Wavelet Parameter should be > 0 and <= 20
dgaussdog
DOG Wavelet Parameter should be > 0 and even
Error : J should be >= 1
For SWT data rows and columns must be a multiple of 2^J.
fftFFTSignal extension can be either per or symappxdetX co-ordinate must be >= 1 and <= %dY co-ordinate must be >= 0 and <= %dThe Node is Not Part Of The Best Basis Tree Use wpt_summary function to list available nodes
powerlinlinear
Type accepts only two values : pow and lin
CWT object is only valid for %d scales
Inverse CWT is only available for power of 2.0 scales
Decomposition Filters must have the same length.SWT Only accepts two methods - direct and fftError- Available Choices for this method are - direct and fft
Signal extension can only be perthresholdnormlogenergylog energyenergyEntropy should be one of shannon, threshold, norm or logenergyConvolution Only accepts two methods - direct and fftError : The data is decomposed into %d levels so the acceptable values of level are between 1 and %dApproximation Coefficients are only available for level %dHVDOnly four types of coefficients are accessible A, H, V and D
MATRIX Order : %d X %d
R%d: %g :R%d
Wavelet Name : %s
Wavelet Filters
lpd : [%g,%g]
hpd : [lpr : [hpr : [Wavelet Transform : %s
Signal Extension : %s
Convolutional Method : %s
Number of Decomposition Levels %d
Length of Input Signal %d
Length of WT Output Vector %d
Wavelet Coefficients are contained in vector : %s
outputApproximation Coefficients
Level %d Access : output[%d] Length : %d
Detail Coefficients
Coefficients Access
Node %d %d Access : output[%d] Length : %d
Entropy : %s
Number of Active Nodes %d
Wavelet : %s Parameter %lf
Length of Input Signal : %d
Sampling Rate : %g
Total Number of Scales : %d
Smallest Scale (s0) : %lf
Separation Between Scales (dj) %lf
Scale Type %s
Complex CWT Output Vector is of size %d * %d stored in Row Major format
The ith real value can be accessed using wt->output[i].re and imaginary value by wt->output[i].im
Input Signal Rows %d
Input Signal Cols %d
Length of Wavelet Coefficients Vector %d
Level %d Decomposition Rows :%d Columns:%d Vector Size (Rows*Cols):%d
Access Row values stored at wt->dimensions[%d]
Access Column values stored at wt->dimensions[%d]
Approximation Coefficients access at wt->coeffaccess[%d]=%d, Vector size:%d
Horizontal Coefficients access at wt->coeffaccess[%d]=%d, Vector size:%d
Vertical Coefficients access at wt->coeffaccess[%d]=%d, Vector size:%d
Diagonal Coefficients access at wt->coeffaccess[%d]=%d, Vector size:%d
MODWT direct method only uses periodic extension per.
Use MODWT fft method for symmetric extension sym
ctype can only be one of appx or det
Entropy must be one of shannon, threshold, norm or energyThreshold value must be >= 0Norm power value must be >= 100!a pHHgH "<00><00>/7<00>9<04>;<01>Crt<00>u@<40>P<> <20>Ц<02><><00><><04><>0<>0<> <20><03><>P<><03>P0 <01>P#<01>#( -1`5<02>8 <<01>B<00>X<00>g<00>g<00>g<00>g<00>g<00>g<00>g<00>g<00>g<00>g<00>g<00>ghhh&h0h:hDhNhXh
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