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Venkatesan Govindaraj

Observed names: Govindaraj V., Govindaraj Venkatesan, Govindaraj, V, V Govindaraj, V. GOVINDARAJ, V. Govindaraj, Venkatesan GOVİNDARAJ
Observed institutions: Bharathiar University, Prince Sattam Bin Abdulaziz University, University of Johannesburg, Biruni University, National Institute of Technology, Puducherry, Indian Institute of Space Science and Technology
ORCID: 0000-0002-6564-5358
Observed ORCID: 0000-0002-6564-5358
OpenAlex ID: A5050728265
Controllability of fractional damped dynamical systems
2015 · K. Balachandran, V. Govindaraj, et al. · Applied Mathematics and Computation · 75
Controllability Results for Nonlinear Fractional-Order Dynamical Systems
2012 · K. Balachandran, V. Govindaraj, et al. · Journal of Optimization Theory and Applications · 74
A novel optimization-based physics-informed neural network scheme for solving fractional differential equations
2023 · Sivalingam S M, Pushpendra Kumar, et al. · Engineering With Computers · 66
An optimal control problem for mosaic disease via Caputo fractional derivative
2022 · M. Vellappandi, Pushpendra Kumar, et al. · Alexandria Engineering Journal · 60
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Some novel mathematical analysis on a corneal shape model by using Caputo fractional derivative
2022 · Vedat Suat Erturk, Asghar Ahmadkhanlu, et al. · Optik · 58
A delayed plant disease model with Caputo fractional derivatives
2022 · Pushpendra Kumar, Dumitru Baleanu, et al. · Advances in Continuous and Discrete Models · 58
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Dynamics of generalized Caputo type delay fractional differential equations using a modified Predictor-Corrector scheme
2021 · Zaid Odibat, Vedat Suat Erturk, et al. · Physica Scripta · 55
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A neural networks-based numerical method for the generalized Caputo-type fractional differential equations
2023 · Sivalingam S M, Pushpendra Kumar, et al. · Mathematics and Computers in Simulation · 53
Controllability of nonlinear higher order fractional dynamical systems
2012 · K. Balachandran, V. Govindaraj, et al. · Nonlinear Dynamics · 47
A Chebyshev neural network-based numerical scheme to solve distributed-order fractional differential equations
2024 · S.M. Sivalingam, Pushpendra Kumar, et al. · Computers & Mathematics with Applications · 45
Role of fractional derivatives in the mathematical modeling of the transmission of Chlamydia in the United States from 1989 to 2019
2022 · M. Vellappandi, Pushpendra Kumar, et al. · Nonlinear Dynamics · 44
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A novel numerical approach for time-varying impulsive fractional differential equations using theory of functional connections and neural network
2023 · Sivalingam SM, V. Govindaraj · Expert Systems with Applications · 43
A case study of monkeypox disease in the United States using mathematical modeling with real data
2023 · Pushpendra Kumar, M. Vellappandi, et al. · Mathematics and Computers in Simulation · 40
Fractional modeling of plankton-oxygen dynamics under climate change by the application of a recent numerical algorithm
2021 · Pushpendra Kumar, Vedat Suat Erturk, et al. · Physica Scripta · 39
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Controllability of fractional dynamical systems: A functional analytic approach
2017 · Venkatesan Govindaraj, Raju K. George · Mathematical Control and Related Fields · 36
A novel L1-Predictor-Corrector method for the numerical solution of the generalized-Caputo type fractional differential equations
2024 · S M Sivalingam, Pushpendra Kumar, et al. · Mathematics and Computers in Simulation · 35
Numerical controllability of fractional dynamical systems
2014 · Krishnan Balachandran, Venkatesan Govindaraj · Optimization · 35
A novel numerical scheme for fractional differential equations using extreme learning machine
2023 · Sivalingam S M, Pushpendra Kumar, et al. · Physica A Statistical Mechanics and its Applications · 32
Controllability of fractional dynamical systems with ψ-Caputo fractional derivative
2023 · A Panneer Selvam, M Vellappandi, et al. · Physica Scripta · 32
A study on the maize streak virus epidemic model by using optimized linearization-based predictor-corrector method in Caputo sense
2022 · Pushpendra Kumar, Vedat Suat Erturk, et al. · Chaos Solitons & Fractals · 32
A study on the dynamics of alkali–silica chemical reaction by using Caputo fractional derivative
2022 · Pushpendra Kumar, V Govindaraj, et al. · Pramana · 30
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Forecasting of HIV/AIDS in South Africa using 1990 to 2021 data: novel integer- and fractional-order fittings
2023 · Pushpendra Kumar, Sivalingam S M, et al. · International Journal of Dynamics and Control · 25
Observability and Controllability of Fractional Linear Dynamical Systems
2013 · K. Balachandran, V. Govindaraj, et al. · IFAC Proceedings Volumes · 25
Fractional mathematical modeling of the Stuxnet virus along with an optimal control problem
2022 · Pushpendra Kumar, V. Govindaraj, et al. · Ain Shams Engineering Journal · 24
An Implementation of the Generalized Differential Transform Scheme for Simulating Impulsive Fractional Differential Equations
2022 · Zaid Odibat, Vedat Suat Erturk, et al. · Mathematical Problems in Engineering · 23
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Works count: 113
Citation count: 1,769
H-index: 24
I10-index: 57
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