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wavelets

美 ['weɪvlɪts]英 ['weɪvlɪts]
  • na.小浪；【物】子波
  • 网络小波；小波分析；小波函数

复数：wavelets

waveletswavelets
英-汉英-英网络释义

wavelets

na.

1.小浪;【物】子波,弱波,小波,基元波,成分波

例句：
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It was a fine November day, cold and breezy yet clear and dry. A weak sun sparkled off the wavelets.
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Since the wavelets possess symmetry and interpolation, the sampling theorem on approximation subspace is established easily.
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By means of interpolating wavelets theory , we construct an adaptive algorithm to solve linear and nonlinear hyperbolic PDEs.
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Wavelets have found wide applications in image processing due to its multiresolution and multiscale analysis property.
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At present, Fourier transform, short time Fourier transform and wavelets analysis are the main analysis methods of power quality.
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A direct comparison between these basis functions and complex wavelets is performed, highlighting the advantages of this approach.
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Cardinal B-spline wavelets have been widely used in multi-resolution modeling for curves and surfaces.
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We proposed to use wavelets and a regularization method to solve the small sample problem.
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In essence, we need a way to change scale at various points, and scale is at the heart of wavelets .
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The first step was to triangulate the data sets, and wavelets decomposition was performed on the triangulation mesh.
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This paper defines a new concept of bi-symmetry for multi-bank wavelets.
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Finally, the authors can derive the decomposition and reconstruction formulas which are similar to those of orthonormal wavelets.
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As an application, we present an algorithm of constructing wavelets with any predesignated smoothness.
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Firstly, a multi-population genetic algorithm and lifting are used to evolve wavelets.
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But the multi- wavelets are carried on the decomposition and the heavy construction with the vector filter group to the signal.
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The use of wavelets to approximate time-domain control functions is investigated. The formulation for numerical computation is developed.

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