The uncertainty caused mainly by the deficiency of precision and data, artificial/human-
made errors, information accessed from expert opinions or very miniature size of samples …

Integral transforms, such as the Fourier transform and Hartley transform are indispensable
tools in various scientific disciplines, particularly in solving differential and difference …

In this paper, we introduce a new type of singular first-order differential-difference operator of
Dunkl type on the real line. This operator is obtained as a limiting case from both the first …

This paper explores a one-parameter extension of the Hartley kernel expressed as a real
combination of two Bessel functions, termed the Hartley–Bessel function. The key feature of …

We present the connection between Hartley transform (HT) and a one-dimensional
realization by difference-differential operator of N= 1 2-supersymmetric quantum mechanics …

The paper presents a system consisting of a traction rail network and two buried pipelines
located under the influence of stray currents from electrified railway transport. Analytical …

The main goal of this paper is to introduce the Hartley-Bessel\(L^ 2_\alpha\)-multiplier
operators and to give for them some new results as Plancherel's, Calderon's reproducing …

Статья посвящена вопросу влияния блуждающих токов на подземные металлические
сооружения, находящиеся вблизи тяговой рельсовой сети. В статье рассмотрена …

The main crux of this paper is to introduce a new integral transform called the generalized
Hartley-Gabor transform which generalizes the classical Gabor Fourier transform and to give …

In this work, we introduce a differential-difference operator T α, ν, which includes as
particular cases the derivative operator and the Dunkl operator associated with root system …