On the Quasiasymptotic Behaviour of the Stieltjes Transformation of Distributions
On the Range of the Radon Transform and its Dual.
On the solution of distributional Abel integral equation by distributional Sumudu transform.
On the space D'(l) of sequential distributions.
On the spectrum of the distributional kernel related to the residue.
On the structure of Mellin distributions
On the support of Fourier transform of weighted distributions
We give sufficient conditions for the support of the Fourier transform of a certain class of weighted integrable distributions to lie in the region and .
On two new characterizations of Stieltjes transforms for distributions.
Operational calculi for Kontorovich-Lebedev and Mehler-Fock transforms on distributions with compact support.
Operational calculus and Fourier transform on Boehmians
We define various operations on the space of ultra Boehmians like multiplication with certain analytic functions which are Fourier transforms of compactly supported distributions, polynomials, and characters , translation, differentiation. We also prove that the Fourier transform on the space of ultra Boehmians has all the operational properties as in the classical theory.