Kunsan National University - South Korea
AUTHOR PROFILE
EARLY ACADEMIC PURSUITS
Dr. C. Dineshkumar embarked on his academic journey with a Bachelor of Science in Mathematics, laying the foundation for his future scholarly endeavors. His passion for mathematics led him to pursue advanced degrees, culminating in a Ph.D. in Mathematics from VIT University, where he delved into the study of approximate controllability for fractional stochastic differential systems.
PROFESSIONAL ENDEAVORS
With a strong background in mathematics, Dr. Dineshkumar has dedicated himself to research and teaching. He has served as a dedicated researcher and professor, contributing impactful publications and fostering an engaging learning environment. His expertise in MATLAB, R Programming, and Latex, combined with his strong analytical skills, has enabled him to excel in his field.
CONTRIBUTIONS AND RESEARCH FOCUS
Dr. Dineshkumar's research focus spans a wide range of topics in mathematics, with a particular emphasis on fractional stochastic systems and cellular algebras. His work on approximate controllability and symmetrizability has been published in reputable journals and presented at conferences, contributing to the advancement of mathematical knowledge.
IMPACT AND INFLUENCE
Through his research and scholarly activities, Dr. Dineshkumar has made significant contributions to the field of mathematics. His publications have garnered citations and recognition, highlighting their impact on the academic community. As a reviewer and editorial board member for various journals, he continues to shape the direction of mathematical research.
ACADEMIC CITES
Dr. Dineshkumar's research findings have been cited in prominent journals, reflecting their relevance and influence in the field of mathematics. His work on symmetrizability and fractional calculus has contributed to the development of new mathematical techniques and methodologies.
LEGACY AND FUTURE CONTRIBUTIONS
As a dedicated researcher and professor, Dr. Dineshkumar's legacy is defined by his commitment to excellence in research and education. His future contributions are poised to further advance our understanding of complex mathematical systems and inspire future generations of mathematicians. With a focus on topics such as wind turbine systems, he continues to push the boundaries of mathematical knowledge and innovation.
NOTABLE PUBLICATION
Results on approximate controllability of neutral integro‐differential stochastic system with state‐dependent delay 2024 (26)
Results on approximate controllability for fractional stochastic delay differential systems of order 2023 (2)
A note concerning to approximate controllability of Atangana–Baleanu fractional neutral stochastic integro‐differential system with infinite delay 2023 (4)
Results on approximate controllability of fractional stochastic Sobolev‐type Volterra–Fredholm integro‐differential equation of order 1 < r < 2 2022 (19)
New discussion about the approximate controllability of fractional stochastic differential inclusions with order 1<r<2 2021 (31)