International Journal of Statistics and Applied Mathematics
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2018, Vol. 3, Issue 2, Part B

Extension of asymptotic approximations of continuous wavelet transform


Author(s): Dr. Prabhat Yadav

Abstract: In this paper we just extend the previous result of asymptotic expansion of wavelet transform by using Ashish Pathak, Prabhat Yadav and M.M. Dixit technique. Here we find (W∅ - f) (t,s) separately by recall earlier result and accumulate (W∅ - f) (t,s) and(W∅ - f) (t,s), in order to find asymptotic approximation of continuous wavelet transform (W∅ f) (t,s) for large value of dilation parameter.

Pages: 107-110 | Views: 1117 | Downloads: 23

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How to cite this article:
Dr. Prabhat Yadav. Extension of asymptotic approximations of continuous wavelet transform. Int J Stat Appl Math 2018;3(2):107-110.
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