- Full text PDF available (28)
- This year (0)
- Last 5 years (0)
- Last 10 years (2)
Journals and Conferences
We introduce reverse convolution inequalities obtained recently and at the same time, we give new type reverse convolution inequalities and their important applications to inverse source problems. We… (More)
An automatic algorithm evaluating numerically an abscissa of convergence of the inverse Laplace transform is introduced.
Epstein-Hubbell  elliptic-type integrals occur in radiation field problems. The object of the present paper is to consider a unified form of different elliptic-type integrals, defined and… (More)
The range of the Hankel and extended Hankel transforms on some spaces of functions is described. The Paley-Wiener theorem for the Hankel transform is also obtained.
We introduce various convolution inequalities obtained recently and at the same time, we give new type of reverse convolution inequalities and their important applications to inverse source problems.… (More)
The Fourier transforms of functions with compact and convex supports in R are described. The Fourier transforms of functions with nonconvex and unbounded supports are also considered.
In this paper we establish a relation between the support of a function f on Ω1 ⊂ R with differentiability properties of its image Tf on Ω2 ⊂ R under a linear operator T . The classical approach… (More)
This paper deals with some multidimensional integral operators involving the Gauss hypergeometric function in the kernel and generating the multidimensional modified fractional calculus operators… (More)
New type Paley–Wiener theorems for the modified multidimensional Mellin and inverse Mellin transforms are established. The supports of functions are described in terms of their modified Mellin (or… (More)