On the q -Sumudu transform with two variables and some properties
Artan F. Alidema,Shkumbin V. Makolli +1 more
- pp 166-175
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The article was published on 2021-05-26 and is currently open access. It has received 2 citations till now.read more
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Unsteady rotating MHD flow of a second‐grade hybrid nanofluid in a porous medium: Laplace and Sumudu transforms
TL;DR: In this article , the authors provided an analytical analysis and assessment of the Laplace and Sumudu transforms for the unsteady MHD flow prediction of a second-grade hybrid nanofluid in a rotating frame.
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The ARA transform in quantum calculus and its applications
Arvind Sinha,Srikumar Panda +1 more
References
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Sumudu transform: a new integral transform to solve differential equations and control engineering problems
TL;DR: The Sumudu transform as discussed by the authors is a new integral transform that makes its visualization easier and has many interesting properties, such as: (1) the differentiation and integration in the tdomain is equivalent to division and multiplication of the transformed function F(u) by uin the udomain.
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Analytical investigations of the sumudu transform and applications to integral production equations
TL;DR: In this article, the Sumudu transform was used to solve an integral production-depreciation problem, where the Laplace transform was applied to solve the problem without resorting to a new frequency domain.
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Linear q-Difference Equations
TL;DR: In this paper, a q-type Wronskian was derived for the nth order linear q-difference equation with constant coefficients and a basic analog of the method of variation of parameters was established.
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On rational bounds for the gamma function.
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Logarithmically Complete Monotonicity Properties Relating to the Gamma Function
TL;DR: fα,β� x�� −1 is strictly logarithmically completely monotonic on �0, ∞� if � α, β� :0 <α ≤ 1/2,0 <β ≤ 1 }