Simplified Inequalities for Fractional Wavelet Frames on L^2(R)
M. Younus Bhat
TL;DR
This paper introduces simplified inequalities for fractional wavelet frames in L^2(R), enhancing the understanding of their mathematical properties and potential applications.
Contribution
It presents new simplified inequalities for fractional wavelet frames, improving upon existing complex formulations in the mathematical analysis of wavelets.
Findings
Derived simplified inequalities for fractional wavelet frames
Enhanced mathematical understanding of wavelet inequalities
Potential applications in signal processing and analysis
Abstract
In this paper, we provide inequalities for fractional wavelets in a simplified form on the Hilbert space over Euclidean space R
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Taxonomy
TopicsMathematical Analysis and Transform Methods · Advanced Harmonic Analysis Research · Image and Signal Denoising Methods