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Introduction to a novel wavelet

机译:新颖的小波介绍

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摘要

Wavelet is a basis function used in wavelet transformation. The wavelet transformation is a strong tool, and widely used in the signal processing purposes. However, the universality of application of a particular wavelet is still restricted. Here, we have presented a novel wavelet that can be used with better performance than many of the existing wavelet family members. The new wavelet satisfies the basic properties of wavelet, and a summary of the proposed wavelet shows that it is symmetric and mesokurtic with zero mean, contains large number of vanishing moments, and can be efficiently used both for continuous and discrete type wavelet transformations with exact reconstruction of signals. The new wavelet demonstrates better performance in the analysis of biological data sets, and a similar improvement is expected when analysing many other statistical data in different sectors.
机译:小波是小波变换中使用的基本函数。小波变换是一种强大的工具,并广泛用于信号处理目的。但是,特定小波应用的普遍性仍然受到限制。在这里,我们提出了一种新颖的小波,它可以比许多现有的小波家族成员以更好的性能使用。新的小波满足小波的基本特性,对所提小波的总结表明,该小波是对称的且是均值为零的中胚调的,包含大量消失矩,并且可以有效地用于连续型和离散型小波变换,且精确度高。信号重建。新的小波展示了在生物数据集分析中更好的性能,并且在分析不同部门中的许多其他统计数据时,预期会有类似的改进。

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