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Laplace transform pairs of N-dimensions
Abstract
The main theme of the present paper is to establish a formula for calculating the Inverse Laplace transformation of functions of the form p1(s)/pn(s) F[(p1(s))2. This result is used to obtain the Inverse Laplace transforms...
A Computational Method for n- Dimensional Laplace Transforms Involved with Fourier Cosine Transform
In 2007, the author published some results on n-dimensional Laplace transform involved with the Fourier sine transform. In this paper, we propose some new result in n-dimensional Laplace transforms involved with Fourier cosine transform...
Exponential transform of quadratic functional and multiplicative ergodicity of a Gauss–Markov process
SOME REMARKS ON n-DIMENSIONAL LAPLACETRANSFORMS
In 1990, Balakrishnan proves some results on two dimensional Laplace transform involved with
Fourier Sine transform. In this paper we present a generalized version of the above results in n-
dimensional case. In addition, some examples...
Fragmentation functions of the pion, kaon, and proton in the NLO approximation: Laplace transform approach
Using the repeated Laplace transform, we find an analytical solution for Dokshitzer-Gribov-Lipatov-
Altarelli-Parisi evolution equations for extracting the pion, kaon, and proton fragmentation functions at...
Fragmentation functions of neutral mesons and k with Laplace transform approach
With an analytical solutions of DGLAP evolution equations based on the Laplace transform method, we find the fragmentation functions (FFs) of neutral mesons, π0π0 and k0k0 at NLO approximation. We also calculated the total fragmentation functions...
A Note On The Stahl’s Theorem
operators and $\\Phi$ be a positive linear functional on $\\mathbb{B}(\\mathcal{H})$. We show that, if $f$ is a non-negative operator decreasing function, then the function $t\\rightarrow \\Phi\\left(f(A+tB)\\right)$ can be written as a Laplace...