Author

Sudanshu Agarwal

National Post Graduate College Barhalganj Gorakhpur India - Cited by 2,140 - Vibration of plates - Theory of Elasticity - Integral Transform - Integral Equations - Differential Equations & B.V.P

Biography

Dr. Sudanshu Agarwal  is an Associate professor in the department of Differential Equations & B.V.P National P.G. College Barhalganj Gorakhpur. His study interests major on Differential Equations & B.V.P. Currently , Dr. Sudanshu Agarwal  is the author/editors/reviewer in several international journals. He published 5 articles in many journals and the articles are informative and got good citations.
Title
Cited by
Year
Sawi decomposition method for Volterra integral equation with application
M Higazy, S Aggarwal, TA NofalJournal of Mathematics 2020, 1-13, 2020202
23
2020
Sawi transformation for system of ordinary differential equations with application
M Higazy, S AggarwalAin Shams Engineering Journal 12 (3), 3173-3182, 2021202
22
2021
Relationship between Sumudu and some efficient integral transforms
R Mishra, S Aggarwal, L Chaudhary, A KumarInternational Journal of Innovative Technology and Exploring Engineering 9 …, 2020202
21
2020
On the existence of solution of Diophantine equation 181x+ 199y= z2
S Aggarwal, SD Sharma, A VyasInternational Journal of Latest Technology in Engineering, Management …, 2020202
15
2020
On the exponential Diophantine equation 421p+ 439q= r2
K Bhatnagar, S AggarwalInternational Journal of Interdisciplinary Global Studies 14 (4), 128-129, 2020202
13
2020
On the exponential Diophantine equation 601p+ 619q= r2
LCA Kumar, S AggarwalInternational Journal of Interdisciplinary Global Studies 14 (4), 29-30, 2020202
13
2020
Mathematical analysis of non-isothermal reaction–diffusion models arising in spherical catalyst and spherical biocatalyst
VM Tripathi, HM Srivastava, H Singh, C Swarup, S AggarwalApplied Sciences (21), 10423, 2021202
11
2021
On the Existence of Solution of Diophantine Equation193x+ 211y= z2
On the Existence of Solution of Diophantine Equation193x+ 2y= z2S AggarwalJournal of Advanced Research in Applied Mathematics and Statistics 5 (3&4), 1-2, 2020202
11
2020
On the non-linear diophantine equation 379 x+ 397 y= z 2
S Aggarwal, N SharmaOpen Journal of Mathematical Sciences 4 (1), 397-399, 2020202
11
2020
Determination of number of infected cells and concentration of viral particles in plasma during HIV-1 infections using Shehu transformation
M Higazy, S Aggarwal, YS HamedJournal of Mathematics 2020, 1-13, 2020202
9
2020
Sawi transform of Bessel’s functions with application for evaluating definite integrals
S Aggarwal, SD Sharma, A VyasInt. J. Latest Technol. Eng. Manag. Appl. Sci 9, 12-1, 2020202
8
2020
On the exponential Diophantine equation M p 5+ M q 7= r2
On the exponential Diophantine equation M p 5+ M q = r2KBP Goel, S AggarwalInternational Journal of Interdisciplinary Global Studies 14 (4), 10-11, 2020202
7
2020
On the exponential Diophantine equation 72m+(6r+ 1) n= z2
On the exponential Diophantine equation 2m+(6r+ 1) n= z2AKS Kumar, K Bhatnagar, S AggarwalInternational Journal of Interdisciplinary Global Studies 14 (4), 181-182, 2020202
7
2020
On the existence of solution of Diophantine equation 211
R Mishra, S Aggarwal, A KumarInternational Journal of Interdisciplinary Global Studies 14 (4), 78-79, 2020202
6
2020
On the exponential Diophantine equation 22
S Kumar, K Bhatnagar, A Kumar, S AggarwalInternational Journal of Interdisciplinary Global Studies 14 (4), 183-184, 2020202
5
2020
On the existence of solution of Diophantine equation 211ఈ+ 229ఉ= γଶ
R Mishra, S Aggarwal, A KumarInternational Journal of Interdisciplinary Global Studies 14 (4), 78-79, 2020202
5
2020
A new novel integral transform “Anuj transform” with application
A Kumar, S Bansal, S AggarwalDesign Engineering 9, 12741-1271, 2021202
5
2021
Solution of non-linear exponential Diophantine equation (
D Gupta, S Kumar, S AggarwalJournal of Emerging Technologies and Innovative Research 9 (9), f14-f17, 2022202
5
2022
On the exponential Diophantine equation (22m+ 1− 1)+(6r+ 1) n= ω2
AKS Kumar, K Bhatnagar, S AggarwalInternational Journal of Interdisciplinary Global Studies 14, 183-184, 2020202
5
2020
On the exponential Diophantine equation (22m+ 1− 1)+(13) n= z2
S AggarwalEngineering and Applied Science Letter (1), 77-79, 2021202
4
2021

Referred From: https://scholar.google.co.in/citations?user=OE5xtfQAAAAJ&hl=en

Cited by
Citations 2140
h-index 31
i10-index 66
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