Paley–Wiener–Schwartz Type Theorem for Ultradistributional Wavelet Transform

Abhishek Singh, Nikhila Raghuthaman, Aparna Rawat

Type: Article

Publication Date: 2021-05-21

Citations: 4

DOI: https://doi.org/10.1007/s11785-021-01124-4

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Locations

Complex Analysis and Operator Theory - View

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Works That Cite This (4)

Action	Title	Year	Authors
+	Wavelet transform of multiplicators and convolutors for ultradistributions	2022	Abhishek Singh Nikhila Raghuthaman R. D. Carmichael
+	The Mexican Hat Wavelet Transform on Generalized Quotients and Its Applications	2023	Abhishek Singh Shubha Singh Devendra Kumar
+	Ultradistributional Wavelet Transform for the Convolutors of $$\mathcal {S}_{\omega }$$	2024	Abhishek Singh Nikhila Raghuthaman Sunil Kumar Singh
+	Integral Transforms and Generalized Quotient Space on the Torus	2024	Aparna Rawat Abhishek Singh

Works Cited by This (12)

Action	Title	Year	Authors
+	An introduction to wavelets	1992	Charles K. Chui
+ PDF Chat	Tauberian Theorems for the Wavelet Transform	2010	Jasson Vindas Stevan Pilipović Dušan Rakić
+	Ultradistributions and quantum fields: Fourier-Laplace transforms and boundary values of analytic functions	1979	F. Constantinescu W. Thalheimer
+ PDF Chat	The wavelet transform of distributions	2004	Ram Shankar Pathak
+ PDF Chat	Linear partial differential operators and generalized distributions	1966	Göran Björck
+	Mexican hat wavelet transform of distributions	2016	R. S. Pathak Abhishek Singh
+ PDF Chat	Band-Limited Wavelets with Subexponential Decay	1998	Jacek Dziubański Eugenio Hernández
+ PDF Chat	Wavelet transform of Beurling–Björck type ultradistributions	2017	Ram Shankar Pathak Abhishek Singh
+	Paley–Wiener–Schwartz type theorem for the wavelet transform	2018	R. S. Pathak Abhishek Singh
+	Continuous wavelet transform associated with zero-order Mehler–Fock transform and its composition	2018	Akhilesh Prasad Sandeep Kumar Verma