「wavelet」の共起表現一覧(1語右で並び替え)
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The parameter σ in the Morlet | wavelet allows trade between time and frequency resol |
ophysicist who pioneered work in the field of | wavelet analysis around the year 1975. |
When GPA is conjugated with | wavelet analysis, then the method is called Gradient |
veLab is a collection of MATLAB functions for | wavelet analysis. |
The Haar measure, Haar | wavelet, and Haar transform are named in his honor. |
The fourth tool in RODS implements a | wavelet approach, which decomposes the time series us |
One use of | wavelet approximation is in data compression. |
> 5 is used to avoid problems with the Morlet | wavelet at low σ (high temporal resolution). |
is a countable complete orthonormal | wavelet basis in . |
Bandelets can be interpreted as a warped | wavelet basis. |
all filters can be generated from one mother | wavelet by dilation and rotation. |
The | wavelet coefficients are derived by reversing the ord |
" a waveform or an image from a collection of | wavelet coefficients. |
of N levels there is a redundancy of N in the | wavelet coefficients. |
For details see | wavelet compression. |
Wavelets have location - the (1,1,-1,-1) | wavelet corresponds to “left side” versus “right side |
o determine the optimal shrinkage factor in a | wavelet denoising setting. |
htforward to show that this ψ does not have a | wavelet dual. |
"for fundamental discoveries on wavelets and | wavelet expansions and for her role in making wavelet |
This is similar to a | wavelet family defined by expansions, which creates a |
(binomial QMF) is identical to the Daubechies | wavelet filter, interpreted and evaluated its perform |
he scaling function (low-pass filter) and the | wavelet function (High-Pass Filter) must be normalise |
ution analyses, and accordingly two different | wavelet functions . |
dom is the possibility to construct symmetric | wavelet functions. |
N is the | wavelet index, ie 6 for C6. |
estriction σ > 5, the frequency of the Morlet | wavelet is conventionally taken to be . |
A biorthogonal | wavelet is a wavelet where the associated wavelet tra |
In mathematics, a dual | wavelet is the dual to a wavelet. |
Wavelet modulation, also known as fractal modulation, | |
e is notable for his expertise in splines and | wavelet numerical analysis. |
A Federation proxy communicates remote | wavelet operations and is the component of a wave pro |
It receives new | wavelet operations pushed to it from other providers, |
Federation gateways communicate local | wavelet operations, push new local wavelet operations |
Wavelet Packet decomposition over 3 levels. | |
Wavelet packet decomposition (WPD) (sometimes known a | |
ung Alumni Achievement Award in 2000, and the | Wavelet Pioneer Award from SPIE in 2008. |
In general, the | wavelet series generated by a square integrable funct |
Akansu, Ali N.; Medley, Michael J. (1999), | Wavelet, subband, and block transforms in communicati |
Haar | wavelet, the first wavelet |
This article is about the transfer matrix in | wavelet theory. |
He invented the term | wavelet to describe the functions he was using. |
The discrete | wavelet transform applies several filters separately |
(physicist) who wrote a book The illustrated | wavelet transform handbook , and others . |
It is a two-dimensional | wavelet transform which provides multiresolution, spa |
Redundant | wavelet transform |
Undecimated | wavelet transform (UWT) |
First a | wavelet transform is applied. |
The Stationary | wavelet transform (SWT) is a wavelet transform algori |
The complex | wavelet transform (CWT) is a complex-valued extension |
ort-time Fourier transform and the continuous | wavelet transform. |
Grossman to develop what is now known as the | Wavelet transform. |
For 2D or 3D signals, directional | wavelet transforms go further, by using basis functio |
elet transform differs from other directional | wavelet transforms in that the degree of localisation |
Like some other transforms, | wavelet transforms can be used to transform data, the |
o the theory and applications of sub-band and | wavelet transforms. |
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