Examples of 'wavelets' in a sentence
Meaning of "wavelets"
Wavelet is a small wave or ripples on the surface of water, commonly used in physics and signal processing to analyze data
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- plural of wavelet
How to use "wavelets" in a sentence
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wavelets
Wavelets are extracted individually for each well.
The theory of foveal wavelets is summarized below.
A tool to remove photograph noise using wavelets.
All generators and wavelets in this family are symmetric.
The sun burning on a billion tiny wavelets.
Wavelets are better signal representations because of multiresolution analysis.
It sounds like small wavelets breaking on a tropical beach.
Gather shells on the shore or play in the wavelets.
All wavelets are oriented in different directions.
Other mother wavelets may be used.
There are different types of spline wavelets.
Selecting the wavelets corresponding to the identified cones.
Automatic detection of epileptic activity in electroencephalograms using wavelets.
Selection of the wavelets corresponding to the identified cones.
Another possibility is to use wavelets.
See also
It uses wavelets at the transform stage.
Their slopes is then determined by the use of complex wavelets.
Role of wavelets and unconditional bases.
Every point on a wave front acts as a source of tiny wavelets.
Wavelets can be created and managed separately from a wave.
The sum of these spherical wavelets forms the wavefront.
Daubechies wavelets are preferentially used for their increased performance.
Method for voice analysis and synthesis using wavelets.
As such wavelets compactly summarize the melting curve process.
The methods used are for example based on wavelets transformation or on intercorrelation.
Wavelets in the same wave can be hosted by different wave providers.
There are many different wavelets that can be used as basis functions.
Wavelets are well suited for approximating data with sharp discontinuities.
For this it was developed a new family of wavelets called of chirplet optics.
If this condition is weakened one may end up with biorthogonal wavelets.
This work presents a new application of wavelets to spread spectrum systems.
The generating functions are also known as scaling functions or father wavelets.
The gentle wavelets ofthe tide licking the rocks at our feet.
A fault detection can be made with the use of directional wavelets.
Using this wavelets a wavelet transformation is performed on the two dimensional image.
The structured binary stream represents the image encoded in wavelets.
Note also that wavelets are at the core of some image compression algorithms.
This shape is important with regard to surmounting waves and wavelets.
Wavelets are capable of performing a time and frequency analysis at the same time.
The window selected should reveal both wavelets or echo segments.
The redundant contourlet transform is adapted to compression by combining it with separable wavelets.
She is best known for her work with wavelets in image compression.
It states that every point on a wavefront is itself the source of spherical wavelets.
For her deep and beautiful analysis of wavelets and their applications.
The properties of the tissue modulating field can be calculated using wavelets.
The superposition of these wavelets results in an almost planar wavefront at the specified location.
With further analysis it is seen that these complex wavelets are oriented.
Gabor wavelets have characteristic properties which make it possible to satisfy this constraint.
The propagation is performed by means of a linear combination of wavelets that are individually propagated.
Most of the continuous wavelets are used for both wavelet decomposition and composition transforms.
