Wavelet Transformation Associated with Second Hankel–Clifford Transformation

被引:0
作者
Akhilesh Prasad
Sumant Kumar
机构
[1] Indian School of Mines,Department of Applied Mathematics
来源
National Academy Science Letters | 2015年 / 38卷
关键词
Wavelet transformation; Hankel–Clifford transformation ; Wavelets; 65T60; 47B35;
D O I
暂无
中图分类号
学科分类号
摘要
The main goal of this paper is to study the wavelet transformation associated with second Hankel–Clifford transformation and some of its basic properties. The Parseval relation and inversion formula are obtained.
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页码:493 / 496
页数:3
相关论文
共 11 条
[1]  
Betancor JJ(1989)Two complex variants of Hankel type transformation of generalized functions Port Math 46 229-243
[2]  
Méndez Pérez JMR(1991)A pair of generalized Hankel–Clifford transformations and their applications J Math Anal Appl 154 543-557
[3]  
Socas Robayna MM(2012)Pseudo-differential operators involving Hankel–Clifford transformation Asian Eur J Math 5 15-250
[4]  
Prasad A(2003)Continuous and discrete Bessel wavelet transforms J Comput Appl Math 160 241-323
[5]  
Singh VK(2012)On continuous Bessel wavelet transformation associated with the Hankel–Housdorff operator Integral Transform Spec Funct 23 315-undefined
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