Salahuddin | Mathematics | Best Academic Researcher Award

Posted on by Indian Scientist

Assoc. Prof. Dr. Salahuddin | Mathematics | Best Academic Researcher Award

Amet University | India

Dr. Salahuddin is an accomplished academic and researcher currently serving as an Associate Professor in the Department of Mathematics at AMET University, Chennai. He holds a Ph.D. in Mathematics and an M.Tech in Computer Sciences, with a distinguished academic and research career spanning over two decades. His extensive experience includes 21 years of teaching, research, and administrative leadership, having served as Head of the Department of Mathematics and Applied Sciences at PDM University, Haryana. With 204 research papers published in reputed journals, 4 books, and 6 book chapters to his credit, Dr. Salahuddin has made significant contributions to areas such as Special Functions, Statistical Analysis, Bio-Statistics, Computer Graphics, and Fuzzy Logic. He has guided Ph.D. and postgraduate students, developed M.Sc. Mathematics curricula, and is proficient in various statistical and mathematical software tools. His work has been recognized through numerous national research and excellence awards. According to Google Scholar, Dr. Salahuddin has received 125 citations, with an h-index of 6 and an i10-index of 3, reflecting his impactful scholarly contributions. His ongoing research continues to integrate mathematical theory with computational applications, promoting innovation and excellence in mathematical sciences.

Profile: Google Scholar

Featured Publication

Arora, A., Singh, R., & Salahuddin. (2008). Development of a summation formulae of half argument using Gauss and Bailey Theorems. Journal of Rajasthan Academy of Physical Sciences, 7(3), 335–342.

Srivastava, H. M., Srivastava, R., Chaudhary, M. P., & Salahuddin. (2020). A family of theta-function identities based upon combinatorial partition identities related to Jacobi’s triple-product identity. Mathematics, 8, 1–14.

Salahuddin, & Khola, R. K. (2014). New hypergeometric summation formulae arising from the summation formulae of Prudnikov. South Asian Journal of Mathematics, 4(4), 192–196.

Salahuddin. (2011). A new summation formula allied with hypergeometric function. Global Journal of Science Frontier Research, 11(6), 21–37.

Salahuddin, & Chaudhary, M. P. (2010). Development of some summation formulae using hypergeometric function. Global Journal of Science Frontier Research, 10(1), 36–48.

Derya Yildirim Sucu | Mathematics | Best Researcher Award

Posted on by Indian Scientist

Dr. Derya Yildirim Sucu | Mathematics | Best Researcher Award

Aksaray Üniversitesi-India

Author Profile

Early Academic Pursuits

Derya YILDIRIM SUCU, born on February 15, 1986, embarked on her academic journey with a strong foundation in mathematics. Her early education took place at Aydınlıkevler Anadolu Lisesi, where she graduated in 2004 with a focus on foreign languages. Following this, she pursued a Bachelor’s degree in Mathematics from Hacettepe University, completing it in 2009. Her passion for mathematical analysis led her to Kırıkkale University, where she earned her Master’s degree in Analysis and Functions Theory in 2016. Derya furthered her academic qualifications by obtaining a Ph.D. in Applied Mathematics from Nevşehir Hacı Bektaş Veli University in 2023.

Professional Endeavors

Derya’s professional career is marked by her diverse roles in both educational and administrative capacities. From 2010 to 2016, she worked as a mathematics teacher in private educational institutions, gaining extensive experience in teaching and tutoring. Her dedication to education continued as she joined Özel DEMER Eğitim Kurumları for a year as a mathematics teacher. In 2017, she transitioned to Aksaray University, where she served as a Computer Operator until 2023. Throughout her career, Derya has demonstrated a commitment to fostering mathematical understanding and applying her skills in various professional contexts.

Contributions and Research Focus

Dr. Derya YILDIRIM SUCU has made significant contributions to the field of mathematics, particularly in applied and computational mathematics. Her research interests are diverse, including numerical analysis, differential equations, mathematical modeling, and computational science. She has focused on various numerical methods such as the finite element method, collocation method, and B-spline methods. Her doctoral thesis, “Bazı Kısmi Türevli Denklemlerin B-Spline Sonlu Elemanlar Yöntemi ile Nümerik Çözümleri,” highlights her expertise in solving partial differential equations using numerical techniques.

Accolades and Recognition

Derya’s scholarly work has been recognized in numerous international and national publications. She has co-authored several articles with esteemed mathematicians like Prof. Dr. S. Battal Gazi KARAKOÇ. Her research has been published in high-impact journals such as the Chinese Journal of Physics and Applied Numerical Mathematics. Additionally, her work has been presented at various international conferences, underscoring her role in advancing mathematical research and applications.

Impact and Influence

Dr. Derya YILDIRIM SUCU’s research has significantly impacted the field of numerical analysis and applied mathematics. Her innovative approaches to solving complex mathematical problems have provided valuable insights and tools for other researchers. Her collaboration with other mathematicians and her publications in prestigious journals have cemented her reputation as a knowledgeable and influential figure in her field.

Legacy and Future Contributions

Looking ahead, Dr. Derya YILDIRIM SUCU is poised to continue her contributions to mathematics. Her research will likely explore new numerical methods and their applications to solve emerging problems in science and engineering. Her legacy will be defined by her commitment to education, her pioneering research, and her ability to inspire future generations of mathematicians. Derya’s ongoing work promises to contribute significantly to the advancement of numerical and computational mathematics.