Komal Bansal
VIT-AP University, Chandigarh University, Birla Institute of Technology and Science, Pilani
About
My research is focused on the applications of fractional calculus in mathematical modeling and primary interests encompass Fractional Calculus, Fractional Differential Equations, Delay Differential Equations, Mathematical Modeling, Stability Analysis, and Bifurcation Analysis. I have also been delving into the practical applications of fractional calculus within the realms of sociology, economics, and epidemiology, showcasing the interdisciplinary nature of my work. Beyond my research endeavors, I have actively contributed to the academic environment at BITS Pilani, Pilani Campus by serving as a teaching assistant for various mathematics courses
Employment
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VIT-AP University Assistant Professor Grade-12025 - Present
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Chandigarh University Assistant Professor2024 - 2025
Education
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Birla Institute of Technology and Science, Pilani Ph.D.2019 - 2024
Projects & Funding
Projects & funding information is unavailable.
Publications (19)
- Social media addiction using non-linear dynamics: insights from Caputo and Caputo-Fabrizio derivatives Save
- SELF ADJUSTING PARCEL DELIVERY BOX WITH AUTHENTICATED ACCESS AND DYNAMIC INTERNAL RESIZING Save
- ANALYZING SOCIAL MEDIA ADDICTION: A FRACTIONAL-ORDER MODEL Save
- Fractional-order crime dynamics: Linear vs. nonlinear transmission models using physics-informed neural networks Save
- Ordinary Differential Equations: Principles, Techniques, and Contemporary Perspectives Save
- Social Media As A Learning Tool: A Comparative Study Of Academic Gains In Online And Classroom Education Using Inferential Statistics Save
- Analysis of the drug resistance level of malaria disease: a fractional-order model Save
- Sensitivity analysis of fractional order SVEIR Lumpy Skin Disease model Save
- Modeling Crime Transmission with Fear Effect: A Fractional-Order Approach for Effective Crime Control Strategies Save
- Fractional-order crime propagation model: a comparison between logistic and exponential growth Save