**Mr. Tapas Roy | Mathematics | Best Researcher Award **

**Mr Tapas Roy, Vidyasagar University, India 🎓**

**Professional Profile**

**📚 Early Academic Pursuits**

**Tapas Roy, born on January 15, 1996, in Sukjora, Bankura, West Bengal, India, exhibited a keen interest in mathematics from an early age. Completing his Higher Secondary education in science in 2015, Tapas pursued a B.Sc. in Mathematics from The University of Burdwan (2015-2018), followed by an M.Sc. in Mathematics from Bankura University (2018-2020). His M.Sc. thesis, titled “Jordan Canonical Form and Its Applications,” showcased his profound understanding and application of advanced mathematical concepts.**

**🏫 Professional Endeavors**

**Tapas began his teaching career as a Guest Lecturer at the Department of Mathematics, Sadhu Ram Chand Murmu University of Jhargram in 2023. He further enhanced his teaching repertoire in 2024 by serving as a Resource Person for a three-month certificate course on ‘Scientific Computing using MATLAB and Documentation using LaTeX’ at the Incubation Centre, Vidyasagar University. His role in these positions highlights his dedication to nurturing future mathematicians and researchers.**

**📝 Contributions and Research Focus**

**Currently pursuing his Ph.D. in Computational and Applied Mathematics at Vidyasagar University, Tapas focuses on “Generalizing and Optimizing the Auxiliary Linear Operator for Homotopy Analysis/Perturbation Method and Its Applications.” His research publications in esteemed journals reflect his expertise in Semi-Analytical Methods, Analytical and Computational Fluid Dynamics, Nonlinear Dynamics, and Computational Mathematics & Physics. Some of his notable journal articles include:**

**“General approach on the best-fitted linear operator and basis function for homotopy methods and application to strongly nonlinear oscillators,” Mathematics and Computers in Simulation, Elsevier, 2024.**

**“Single/multi-step optimal and modified homotopy perturbation method for strongly non-linear fractional initial value problems: Global series solution,” Journal of Computational Science, Elsevier, 2024.**

**“Nonlinear oscillators dynamics using optimal homotopy perturbation method,” Journal of Low Frequency Noise, Vibration and Active Control, SAGE Publications Inc, 2024.**

**“An optimal and modified homotopy perturbation method for strongly nonlinear differential equations,” Nonlinear Dynamics, Springer, 2023.**

**🏅 Accolades and Recognition**

**Tapas Roy’s scholarly work has earned him significant recognition within the academic community. His research articles published in high-impact journals such as Mathematics and Computers in Simulation, Journal of Computational Science, and Nonlinear Dynamics have garnered considerable citations and appreciation. His presentation skills were also showcased at various conferences, including the International Conference on Modeling, Analysis and Simulations of Multiscale Transport Phenomenon (ICMASMTP 22) and the National Seminar on Applied Mathematics in Science & Technology (AMST-2023).**

**🌐 Impact and Influence**

**Tapas’s contributions to the field of mathematics extend beyond research and academia. His expertise in languages such as Bengali, English, and Hindi, along with proficiency in coding languages like C++, Python, MATLAB, Mathematica, and Maple, positions him as a versatile and influential figure. His skills in Linux, Ubuntu, Microsoft Windows, MS Office, MS Excel, academic research, and LaTeX further amplify his impact in the academic and research domains.**

**🌟 Legacy and Future Contributions**

**Tapas Roy’s journey from a passionate student of mathematics to a recognized researcher and educator exemplifies his commitment to advancing mathematical knowledge. His ongoing Ph.D. research promises to yield significant contributions to the field of computational and applied mathematics. With a steadfast dedication to teaching and research, Tapas is poised to inspire and mentor the next generation of mathematicians and researchers, leaving an indelible mark on the academic world.**