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Dr. C. Dhivya

Assistant Professor, School of Artificial Intelligence, Amrita Vishwa Vidyapeetham, Coimbatore

Qualification: Ph.D
c_dhivya1@cb.amrita.edu
Google Scholar Profile
Research Interest: Interdisciplinary Applications of Applied Mathematics in Artificial Intelligence, Graph AI, Mathematical modelling, Numerical Analysis, Finite Element Methods, B-Splines

Bio

Dr. C. Dhivya currently serves as an Assistant Professor in the School of Artificial Intelligence at Amrita Vishwa Vidyapeetham, Coimbatore. She holds a Ph.D. in Mathematics from the Department of Mathematics at Amrita Vishwa Vidyapeetham, Coimbatore. Her doctoral research focused on the Numerical Solution of System of Nonlinear Boundary Value Problems using B-splines. Prior to pursuing her Ph.D., she gained teaching experience at renowned institutions in Tamil Nadu. Following the completion of her doctoral degree, she served as an Assistant Professor in the Department of Mathematics at Presidency University, Bengaluru, where she taught a variety of undergraduate engineering courses, including Calculus and Linear Algebra, Applied Statistics, Transform Techniques, Partial Differential Equations and Their Applications, and Numerical Methods for Engineers. Her research interests include Interdisciplinary Applications of Applied Mathematics in Artificial Intelligence, Graph AI, Mathematical Modelling, Numerical Analysis, Finite Element Methods, and B-Splines.

Publications

Journal Article

Year : 2024

Different order B-Splines with the Galerkin method for a coupled system of nonlinear boundary value problems

Cite this Research Publication : C. Dhivya., Murali Krishna Panthangi.: Different order B-Splines with the Galerkin method for a coupled system of nonlinear boundary value problems. Palestine Journal of Mathematics. Vol 13(3), (2024), 8295

Publisher : Palestine Journal of Mathematics

Year : 2022

Galerkin method with B-splines for coupled system of nonlinearboundary value problems

Cite this Research Publication : Dhivya, C., Murali Krishna Panthangi.: Galerkin method with B-splines for coupled system of nonlinearboundary value problems. Advanced Mathematical Models & Applications. 7(3), (2022), 275291.

Publisher : Advanced Mathematical Models & Applications

Year : 2019

Numerical Solution of coupled system of Boundary value problemsby Galerkin method with different order B-splines

Cite this Research Publication : Murali Krishna Panthangi., Dhivya, C.: Numerical Solution of coupled system of Boundary value problemsby Galerkin method with different order B-splines, International Journal of Advanced Trends in ComputerApplications (IJATCA) Special Issue 1 (1), (July 2019),139 146, ISSN: 2395-3519

Publisher : International Journal of Advanced Trends in ComputerApplications (IJATCA)

Conference Paper

Year : 2018

Quasi-linearized B-spline collocation method for coupled nonlinear boundary value problems

Cite this Research Publication : C. Dhivya and Murali Krishna Panthangi, “Quasi-linearized B-spline collocation method for coupled nonlinear boundary value problems”, Journal of Physics: Conference Series, vol. 1139, p. 012083, 2018.

Publisher : Journal of Physics: Conference Series

Qualification
  • 2015-2023 : Ph.D.
    Specialization: Numerical Analysis,
    Thesis title: Numerical Solution of System of Nonlinear BoundaryValue Problems using B-splines
Presentations in Conference
  • Managerial Issues in Entrepreneurship, National Conference On Creativity and Innovation in Entrepreneurship Development Imprintz08, SSM School Of Management, 2008.
  • Mathematics For Life Science, in the National Level Conference Mathematical Science And Its Computational Aspects NCMCSA – 2013, Dr.N.G.P Arts and Science College, 2013.
  • Quasi-linearized B-spline collocation method for coupled nonlinear boundary value problems, International Conference on Applied and Computational Mathematics, Erode Arts and Science College, 10-August-2018.
Teaching

Courses Taught

  • Calculus and linear algebra
  • Applied Statistics
  • Transform techniques
  • Partial differential equations and their Applications
  • Numerical Methods for Engineers
  • Mathematics for Intelligent Systems 1
  • Intoduction to Graph Theory

2023 to 2025, UG

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