Dr. Paresh Kumar Panigrahi
Dayananda Sagar University, Vignan's Institute of Information Technology, VIT-AP Campus, International Institute of Information Technology, Gandhi Institute of Engineering and Technology
0000-0002-7690-5717
About
Dr. Paresh Kumar Panigrahi is currently working as an Assistant Professor in the Department of Mathematics at Dayananda Sagar University. Prior to this he was an Assistant Professor at Vignan's Institute of Information Technology, Visakhapatnam. He completed his doctoral research from Vellore Institute of Technology (VIT), Andhra Pradesh, Amaravati. Prior to this, he was a project scholar in the department of mathematics at the International Institute of Information Technology, Bhubaneswar. He has done his M.Sc. from GIET University, Gunupur. He completed his B.Sc. from F.M. University. His research interests are fuzzy optimization, numerical optimization under uncertainty, nonlinear analysis, and engineering applications under an uncertain environment. Paresh has skills in Research in Mathematical Analysis of Optimization, MATLAB Programming, and a Strong research professional.
Employment
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Dayananda Sagar University Assistant Professor2025 - Present
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Vignan's Institute of Information Technology2025 - 2025
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VIT-AP Campus Researcher2021 - 2025
Education
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VIT-AP Campus PHD2021 - Present
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International Institute of Information Technology Project Scholar2021 - 2021
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Gandhi Institute of Engineering and Technology Master's degree2019 - 2021
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Fakir Mohan University Bachelor's degree2016 - 2019
Projects & Funding
Projects & funding information is unavailable.
Publications (10)
- Gradient like optimization technique with finite element method to quantify the uncertainties under interval type 2 fuzzy environments Save
- Sentiment Analysis for Identifying Depression through Social Media Texts Using Machine Learning Technique Save
- A Non-Probabilistic Strategy to Investigate Imprecisely Defined Nonlinear Eigenvalue for Structural Dynamic Problems Save
- Numerical approach to solve imprecisely defined systems using Inner Outer Direct Search optimization technique Save
- An Optimization Algorithm to Solve Imprecisely Defined Unconstrainted Optimization Problem Save
- Conjugate gradient with Armijo line search approach to investigate imprecisely defined unconstrained optimisation problem Save
- Numerical investigation of non-probabilistic systems using Inner Outer Direct Search optimization technique Save
- A New Approach to Solve the Fuzzy Nonlinear Unconstraint Optimization Problem Save
- An Alternative Approach to Solve Fuzzy System of Equations Using Normalized Type 2 Triangular Fuzzy Numbers Save
- Inner Outer Direct Search Optimization Approach to Solve System of Nonlinear Equations with Fuzzy Environment Save