ABSTRACT: This paper offers a novel portrayal of the generalized Campanato space with variable exponents. By introducing the position-dependent weight function ω( x,r ) , the generalized variable ...
ABSTRACT: It is difficult to obtain exact or analytical solutions to most moving boundary problems. In this paper, we employ the use of Homotopy Analysis Method (HAM) to solve a time-fractional ...
Abstract: A new technique of the Adomian decomposition method is developed and applied in this research article to solve two-term diffusion wave and fractional telegraph equations with ...
Abstract: Block floating point quantization (BFPQ) exploits signal statistics so that one common exponent is shared among a block of data. The output signal-to ...
This is a Julia package for fractional differential equations and ODEs. It provides numerical solutions for nonlinear fractional ordinary differential equations (in the sense of Caputo). Related work ...
1. Introduction to exponents: Understand that the exponent is a mathematical notation used to express that a number or variable is being multiplied by itself a specified number of times. 2. Base and ...
The paper aims to utilize an integral transform, specifically the Khalouta transform, an abstraction of various integral transforms, to address fractional differential equations using both ...
In this paper, our goal is to further introduce the weighted grand variableHerz-Morrey spaces and establish the boundedness of fractional sublinear operatorsand their multilinear commutators on the ...
Whether you’re tackling a math problem or dealing with an everyday calculation, exponents are a cornerstone of our mathematical understanding. They represent a powerful way to simplify large numbers ...
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