Boundedness and compactness of Heckman–Opdam two-wavelet multipliers
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DOI: 10.1007/s11868-017-0221-0
Abstract: We introduce the notion of a Heckman–Opdam two-wavelet multiplier, and give a trace formula for a Heckman–Opdam two-wavelet multiplier as a bounded linear operator in the trace class from $$L^{2}_{A_{k}}(\mathbb {R}^{d})$$LAk2(Rd) into $$L^{2}_{A_{k}}(\mathbb {R}^{d})$$LAk2(Rd) in… read more here.
Keywords: opdam two; wavelet multipliers; heckman opdam; two wavelet ... See more keywords
Boundedness and compactness of Reimann–Liouville two-wavelet multipliers
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DOI: 10.1007/s11868-018-0235-2
Abstract: We introduce the notion of a Reimann–Liouville two-wavelet multiplier, and we give its trace formula as a bounded linear operator in the trace class from $$L^{2}(d\nu _{\alpha })$$L2(dνα) into $$L^{2}(d\nu _{\alpha })$$L2(dνα) in terms of… read more here.
Keywords: compactness reimann; two wavelet; reimann liouville; liouville two ... See more keywords
Lp-boundedness and compactness of wavelet multipliers for integral operators
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DOI: 10.1080/10652469.2019.1634707
Abstract: ABSTRACT The aim of this paper is to prove results on the -boundedness and -compactness of wavelet multipliers associated with a general class of integral operators. As a side result we study their -boundedness and… read more here.
Keywords: wavelet multipliers; compactness wavelet; integral operators; fourier transform ... See more keywords