R. S. Dubey

Publications27
h-index6
Citations114
Highly Influential Citations4
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Effect of Tricyclazole on morphology, virulence and enzymatic alterations in pathogenic fungi Bipolaris sorokiniana for management of spot blotch disease in barley
Bipolaris sorokiniana synthesizes the 1,8-dihydroxynaphthalene (DHN) melanin via pentaketide pathway and promotes the development of aerial mycelia and conidia. A melanin biosynthesis inhibitor… Expand
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Some fractional integral inequalities for the Katugampola integral operator
In this paper, several new integral inequalities are established by using Katugampola integral operator.
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GENERALIZED TIME-FRACTIONAL TELEGRAPH EQUATION ANALYTICAL SOLUTION BY SUMUDU AND FOURIER TRANSFORMS
We derive and discuss the analytical solution for the generalized time-fractional telegraph equation with the help of the Sumudu and Fourier transforms. In the process we use Green functions to… Expand
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Solution of fractional oxygen diffusion problem having without singular kernel
In the present paper, we use an efficient approach to solve fractional differential equation, oxygen diffusion problem which is used to describe oxygen absorption in human body. The oxygen diffusion… Expand
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Fractional radial diffusion equation analytical solution via Hankel and Sumudu transforms
In this work we derive the analytical solution for the following fractional radial diffusion equation, D 2α t v(r,t) +2aD α t v(r,t) = d ( ∂ 2 v(r,t)
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A study of the fractional‐order mathematical model of diabetes and its resulting complications
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Analytical Solution of Space-Time Fractional Fokker-Planck Equation by Homotopy Perturbation Sumudu Transform Method
An efficient approach based on homotopy perturbation method by using Sumudu transform is proposed to solve some linear and nonlinear space-time fractional Fokker-Planck equations (FPEs) in closed… Expand
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ANALYTICAL SOLUTION FOR THE GENERALIZED TIME-FRACTIONAL TELEGRAPH EQUATION
We discuss and derive the analytical solution for the generalized time-fractional tele- graph equation. These problems are solved by taking the Laplace and Fourier transforms in variable tand… Expand
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Analytical Solution for the Differential Equation Containing Generalized Fractional Derivative Operators and Mittag-Leffler-Type Function
We discuss and derive the analytical solution for the fractional partial differential equation with generalized Riemann-Liouville fractional operator 𝐷𝛼,𝛽0,𝑡 of order 𝛼 and 𝛽. Here, we derive… Expand
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The Solution of Modified Fractional Bergman's Minimal Blood Glucose-Insulin Model
TLDR
In the present paper, we use analytical techniques to solve fractional nonlinear differential equations systems that arise in Bergman's minimal model, used to describe blood glucose and insulin metabolism, after intravenous tolerance testing. Expand
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