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Research Paper | Mathematics | India | Volume 4 Issue 5, May 2015
Representation of Projection Operators on Fractal Measures in Weighted Modulation Spaces
Deepak Kartikey | Dr. S. S. Pandey
Abstract: Using a general wavelet system, we obtain upper bound estimate for a projection operator associated with fractal measures in a suitable weighted modulation space over. Also a corollary, we derive the corresponding estimate in the Banach space of Feichtinger distributions.
Keywords: Fractal measures, Wavelet Representation, Modulation spaces, Feichtinger algebra and Banach space of Feichtinger distributions
Edition: Volume 4 Issue 5, May 2015,
Pages: 2469 - 2471
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Pages: 1973 - 1975Exploring the Hutchinson-Barnsley Operator in the Context of M-Fuzzy Metric Spaces
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Research Paper, Mathematics, India, Volume 11 Issue 3, March 2022
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