A New Continuous Wavelet Family and its Application to Analysis of Elementary Periodic Signals

Mohammed Rayeezuddin | B Krishna Reddy

Abstract: The successive derivatives of both gaussian functions and CauchyLorentz distribution functions are the family of one dimensional continuous wavelet and in this paper we demostrated that the product of these functions are also forms a family of one dimensional continuous wavelet and are successfully use in Analysis of elementary periodic signals.

Keywords: dimensional continuous wavelets, Wavelet Analysis, Wavelet Scalogram

Edition: Volume 4 Issue 10, October 2015,

Pages: 620 - 623

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A New Continuous Wavelet Family and its Application to Analysis of Elementary Periodic Signals

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