Algebraic characterization of convolution and multiplication operators on Hankel-transformable function and distribution spaces
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Publication:1915714
DOI10.1216/rmjm/1181072140zbMath0853.46034OpenAlexW2046264585MaRDI QIDQ1915714
Isabel Marrero, Jorge J. Betancor
Publication date: 5 January 1997
Published in: Rocky Mountain Journal of Mathematics (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1216/rmjm/1181072140
Related Items (7)
Hankel transformation of Colombeau type tempered generalized functions ⋮ The Bessel wavelet transform of distributions in βμ′-space ⋮ CHARACTERIZATIONS OF THE INVERSION FORMULA OF THE CONTINUOUS BESSEL WAVELET TRANSFORM OF DISTRIBUTIONS IN Hμ′(ℝ+) ⋮ On Hankel convolutors on certain Hankel transformable function spaces ⋮ Continuous Bessel wavelet transform of distributions ⋮ On Hankel convolution equations in distribution spaces ⋮ Hankel convolution operators on entire functions and distributions
Cites Work
- Variation diminishing Hankel transforms
- Algebraic characterization of distributions of rapid growth
- On the topology of the space of Hankel convolution operators
- On the topology of Hankel multipliers and of Hankel convolution operators
- Some Properties of Hankel Convolution Operators
- The Hankel Convolution and the Zemanian Spaces βμ and β'μ
- Integral Equations Associated with Hankel Convolutions
- A Hankel convolution complex inversion theory
- The Hankel Transformation of Certain Distributions of Rapid Growth
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