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Natesan Barani Balan

Observed names: Barani Balan Natesan, N. Barani Balan, N. Baranibalan
ORCID: 0000-0002-6768-3673
Observed ORCID: 0000-0002-6768-3673
OpenAlex ID: A5044433385
Inverse problem for the reaction diffusion system by optimization method
2010 · K. Sakthivel, S. Gnanavel, et al. · Applied Mathematical Modelling · 33
Existence and Uniqueness of Solutions of Degenerate Chemotaxis System
2014 · L. Shangerganesh, N. Barani Balan, et al. · Taiwanese Journal of Mathematics · 14
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Weak-renormalized solutions for predator–prey system
2011 · L. Shangerganesh, N. Barani Balan, et al. · Applicable Analysis · 13
Simultaneous identification of parameters and initial datum of reaction diffusion system by optimization method
2013 · S. Gnanavel, N. Barani Balan, et al. · Applied Mathematical Modelling · 8
Reconstruction of two time independent coefficients in an inverse problem for a phase field system
2009 · N. Baranibalan, K. Sakthivel, et al. · Nonlinear Analysis · 7
Stability of Diffusion Coefficients in an Inverse Problem for the Lotka-Volterra Competition System
2009 · K. Sakthivel, N. Baranibalan, et al. · Acta Applicandae Mathematicae · 7
Weak-renormalized solutions for three species competition model in ecology
2014 · Lingeshwaran Shangerganesh, Natesan Barani Balan, et al. · International Journal of Biomathematics · 4
Prey-Predator Model with an Infection in both Population: Stability Analysis and an Optimal Control Study
2024 · S. Hariharan, K.P. Sreesiva, et al. · The interdisciplinary journal of Discontinuity Nonlinearity and Complexity · 3
Inverse source problem for a generalized Korteweg–de Vries equation
2020 · Anbu Arivazhagan, Kumarasamy Sakthivel, et al. · Journal of Inverse and Ill-Posed Problems · 3
Identification of Source Terms in a Coupled Age-structured Population Model with Discontinuous Diffusion Coefficients
2017 · Varadharaj Dinakar, Natesan Barani Balan, et al. · AIMS Mathematics · 3
Erratum to: Stability of Diffusion Coefficients in an Inverse Problem for the Lotka-Volterra Competition System
2010 · K. Sakthivel, N. Baranibalan, et al. · Acta Applicandae Mathematicae · 3
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Inverse problems for the phase field system with one observation
2009 · N. Baranibalan, K. Sakthivel, et al. · Applicable Analysis · 3
Inverse Coefficient Problem for the Coupled System of Fourth and Second Order Partial Differential Equations
2024 · Navaneetha Krishnan Murugesan, Kumarasamy Sakthivel, et al. · Applied Mathematics & Optimization · 2
Inverse Problems for Parabolic Equation with Discontinuous Coefficients
2017 · V. Dinakar, N. Barani Balan, et al. · Nonautonomous Dynamical Systems · 2
Simultaneous Identification of Two Time Independent Coefficients in a Nonlinear Phase Field System
2013 · S. Gnanavel, N. Barani Balan, et al. · Journal of Optimization Theory and Applications · 2
Identification of source terms in the Lotka–Volterra system
2012 · Soundararajan Gnanavel, Natesan Barani Balan, et al. · Journal of Inverse and Ill-Posed Problems · 2
Uniqueness and stability in inverse parabolic equations with memory
2008 · N. Baranibalan, K. Sakthivel, et al. · Nonlinear Analysis Hybrid Systems · 2
An Optimal Control Problem for Acid-mediated Cancer Invasion Model
2023 · M. Navaneetha Krishnan, N. Barani Balan, et al. · Journal of Applied Nonlinear Dynamics · 1
Inverse problem for a Cahn–Hilliard type system modeling tumor growth
2020 · K. Sakthivel, A. Arivazhagan, et al. · Applicable Analysis · 1
Lipschitz stability of an inverse problem for the Kawahara equation with damping
2020 · Arivazhagan Anbu, Sakthivel Kumarasamy, et al. · AIMS Mathematics · 1
Optimal Control of Colony Stimulating Factor‐1 Concentration on the Breast Cancer Cells Invasion Model
2025 · M. Navaneetha Krishnan, L. Shangerganesh, et al. · Optimal Control Applications and Methods
Analyzing Lotka-Volterra Reaction-Diffusion Model using Optimization Technique
2020 · K. Navaneetha Krishnan, S. Hemalatha, et al. · Indian Journal of Industrial and Applied Mathematics
Works count: 22
Citation count: 114
H-index: 6
I10-index: 3
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