The Shifted Data Problems of Differential Equations by Using Integral Transforms
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Abstract
In this article, we have checked the shifted data problems by Laplace transform and Elzaki transform. We put emphasis on the representation of and to = for any positive number k and i = 0,1, 2,...,n - 1. Results of this research yields an easy method to find solutions to differential equations.
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References
Aatqb, J. M. A. (2019). Notes on Laplace Transforms. https://www.researchgate.net/publication/333894393_Notes_on_the_Laplace_Transforms (Accessed: January 2019).
Aggarwal, S., Singh, D. P., Asthana, N. Gupta. A. R. (2018). Application of Elzaki Transform for Solving Population Growth and Decay Problems. Journal of Emerging Technologies and Innovative Research. 5(9): 281-284.
Elzaki, T. M. and Ezaki, S. M. (2011). On the ELzaki Transform and Higher Order Ordinary Differential Equations. Advances in Theoretical and Applied Mathematics 6(1): 107-113.
Elzaki, T. M. and Ezaki, S. M. (2011). On the ELzaki Transform and Ordinary Differential Equation with Variable Coefficients. Advances in Theoretical and Applied Mathematics 6(1): 41-46.
Elzaki, T. M. (2011). The New Integral Transform “ELzaki Transform”, Global Journal of Pure and Applied Mathematics 7(1): 57–64.
Kim, H. (2014). The Shifted Data Problems by Using Transform of Derivative, Applied Mathematical Sciences 8(151): 7529-7534.
Schiff, J. L. (1988). The Laplace Transform: Theory and Applications. New York Berlin Heidelberg: Springer-Verlag. pp 1-58.
Sharjeel, S. and Barakzai, M. A. K. (2019). Elzaki transform applicaions for solution of problems arising in physics and finance. Science International 31(4): 631-636.