Naci TASAR | Mathematics | Best Researcher Award

Dr. Naci Tasar | Mathematics | Best Researcher Award

Dr. Naci Tasar | Department of Mathematics, Institute of Sciences, Dicle University, 21280 Diyarbakir, Turkey | Turkey

Dr. Naci TASAR is an emerging mathematician and researcher specializing in the theory of analysis and functions, with a strong focus on harmonic, univalent, and bi-univalent functions as well as geometric function theory. He earned his Bachelor’s degree in Mathematics from Van Yuzuncu Yıl University, Turkey, followed by a Master’s degree at Batman University, and is currently pursuing a PhD at Dicle University, advancing research on univalent and bi-univalent functions. Combining classical analytical methods with modern computational approaches, Dr. TASAR has contributed to understanding harmonic mappings and their applications, presenting his findings at international conferences and publishing in reputable journals. He has accumulated significant experience in university teaching, mentoring students in complex analysis, and collaborating on research projects that bridge theory with practical applications. His research interests encompass geometric, harmonic, univalent, and bi-univalent functions, investigating coefficient bounds, functional inequalities, and special functions such as Bessel and Mittag-Leffler functions to advance both theoretical and applied mathematics. Recognized for his scholarly contributions, Dr. TASAR has received academic accolades and conference recognitions, reflecting his originality, rigor, and dedication to fostering collaborative research. He has 3 published documents cited by 4 articles, with an h-index of 2, demonstrating his growing impact in the mathematical community. Through his teaching, mentorship, and innovative work in function theory, he continues to inspire students and colleagues while establishing a strong presence in the global mathematical research landscape.

Profile : Scopus 

Featured Publications

TASAR, N. (2025). Categories of harmonic functions in the symmetric unit disk linked to the Bessel function. MDPI.

TASAR, N. (2025). Classes of harmonic functions related to Mittag-Leffler function. MDPI Axioms.

TASAR, N. (n.d.). A study on various subclasses of uniformly harmonic starlike mappings by Pascal distribution series. International Journal of Mathematics and Engineering (IJMEX).

TASAR, N. (n.d.). Connections between various subclasses of planar harmonic mappings involving Mittag-Leffler functions. Springer.

TASAR, N. (n.d.). Coefficient bounds for certain subclasses of M-fold symmetric bi-univalent functions. NTMSCI.

Fethiye Muge Sakar | Mathematics | Best Researcher Award

Prof. Dr. Fethiye Muge Sakar | Mathematics | Best Researcher Award

Department of Management, Dicle University | Turkey

Dr. Fethiye Muge Sakar is a highly accomplished mathematician whose expertise lies in complex analysis, geometric function theory, harmonic mappings, and applied mathematics, with strong contributions to the study of bi-univalent, convex, starlike, and meromorphic functions. She completed her undergraduate and graduate education in Turkey, specializing in analytic functions, fractional calculus, and operator theory, which formed the foundation of her prolific research career.  Dr. Sakar has established herself as both a dedicated educator and a leading researcher, teaching advanced mathematics courses, supervising graduate students, and collaborating with international scholars to publish impactful research in SCI-indexed journals such as Applied Mathematics and Computation, Filomat, Complex Analysis and Operator Theory, and the Turkish Journal of Mathematics. Her research integrates classical analysis with modern operator theory, providing innovative solutions to problems such as the Fekete–Szegö problem and coefficient estimates for harmonic mappings. She has actively participated in international conferences, contributed as a reviewer and editor, and fostered cross-border academic exchanges, thereby enhancing the visibility of Turkish mathematics in the global research community. Recognized for her outstanding achievements, Dr. Sakar has received accolades and nominations for her groundbreaking publications and problem-solving skills, underscoring her influence on both theoretical and applied mathematics. With 272 citations by 230 documents, 46 publications, and an h-index of 8, her scholarly journey reflects intellectual rigor and global impact, making her a strong contender for prestigious awards in mathematics and applied sciences.

Profile : Scopus | Google Scholar 

Featured Publications

Author, A. A. (2015). Matematik ve kuantum fiziği. Journal of Life Sciences.

Author, A. A. (2015). Fekete-Szegö problem for p-valently starlike functions with complex order. ARPN Journal of Science and Technology.

Author, A. A. (2015). On beta-pascu harmonic convex functions of order alpha. American Journal of Research Communication.

Author, A. A. (2016). A new general integral operator. International Journal of Mathematical Analysis.

Author, A. A. (2017). Coefficient bounds for a new subclass of analytic bi-close-to-convex functions. Turkish Journal of Mathematics. (in press)

Author, A. A. (2018). Harmonic mappings of bounded boundary rotation. Proceedings of the American Mathematical Society.

Author, A. A. (2018). Subclass of m-quasiconformal harmonic functions. Applied Mathematics and Computation.

Ahsan Mehmood | Mathematics | Best Researcher Award

Mr. Ahsan Mehmood | Mathematics | Best Researcher Award 

Mr. Ahsan Mehmood, at East China Normal University, China.

Ahsan Mehmood is a dedicated PhD student at East China Normal University (ECNU), Shanghai, China. His academic journey reflects a profound commitment to advancing knowledge in the field of fractional calculus and mathematical modeling. Ahsan’s research contributions have been recognized globally, with multiple publications in esteemed journals. His work not only enhances theoretical understanding but also offers practical applications in various scientific domains. Through his studies, Ahsan aims to bridge the gap between complex mathematical theories and their real-world applications, contributing significantly to the academic community.

Professional Profile

Scopus

🎓 Education 

Ahsan Mehmood pursued his Master’s degree in Mathematics at University of Engineering and Technology (UET), Lahore, Pakistan. His academic excellence during this period laid a strong foundation for his subsequent research endeavors. Currently, he is advancing his studies as a PhD student at East China Normal University (ECNU), Shanghai, China. ECNU, established in 1951, is a prestigious institution known for its rigorous academic programs and research initiatives. The university’s emphasis on innovation and interdisciplinary studies provides Ahsan with a conducive environment to explore and contribute to the field of fractional calculus and mathematical modeling. His educational background reflects a blend of theoretical knowledge and practical application, positioning him as a promising researcher in his field.numl.edu.pk+2numl.edu.pk+2researchgate.net+2

💼 Experience 

While specific details about Ahsan Mehmood’s professional experience are limited, his academic journey highlights his dedication to research and education. As a PhD student at East China Normal University (ECNU), Shanghai, China, Ahsan has been actively involved in various research projects, focusing on fractional calculus and mathematical modeling. His work has led to multiple publications in reputed journals, showcasing his ability to conduct meaningful research. Additionally, his participation in international conferences and collaborations with fellow researchers underscores his commitment to advancing knowledge in his field. Ahsan’s experiences reflect a strong foundation in research methodologies and a passion for contributing to the scientific community.

🔬 Research Interests 

Ahsan Mehmood’s research primarily focuses on fractional calculus, mathematical modeling, and mathematical inequalities. He explores the applications of fractional operators in various scientific and engineering problems, aiming to develop more accurate models that can describe complex systems. His work delves into the theoretical aspects of fractional calculus, seeking to establish new methodologies and frameworks that can be applied across different disciplines. Through his research, Ahsan aims to bridge the gap between abstract mathematical theories and practical applications, contributing to the advancement of knowledge in his field. His interdisciplinary approach ensures that his findings have broad implications, impacting areas such as physics, engineering, and applied mathematics.

🏆 Awards 

While specific awards received by Ahsan Mehmood are not detailed, his academic achievements and research contributions are noteworthy. His work has been published in esteemed journals, reflecting the recognition of his peers and the academic community. The impact of his research, particularly in the areas of fractional calculus and mathematical modeling, underscores his potential for future accolades. Ahsan’s dedication to advancing knowledge and his commitment to excellence in research position him as a promising candidate for various academic and research awards. His ability to contribute meaningful insights to complex problems demonstrates his capability and determination to excel in his field.

📚 Top Noted Publications 

Ahsan Mehmood has made significant contributions to the field of mathematics through his publications in reputable journals. His works include:

1. Mehmood, A., Samraiz, M., Liu, Z. G., Baleanu, D., & Vivas-Cortez, M. (2025)

Title: A New Formulation And Analytical Applications Of Fractional Operators
Journal: FRACTALS
Volume(Issue): 33(03)
Pages: 1-13

2. Wu, S., Samraiz, M., Mehmood, A., Jarad, F., & Naheed, S. (2023)

Title: Some symmetric properties and applications of weighted fractional integral operator
Journal: Fractals
Volume(Issue): 31(10)
Article Number: 2340011

3. Huang, W. H., Samraiz, M., Mehmood, A., Baleanu, D., Rahman, G., & Naheed, S. (2023)

Title: Modified Atangana-Baleanu fractional operators involving generalized Mittag-Leffler function
Journal: Alexandria Engineering Journal
Volume: 75
Pages: 639-648

4. Samraiz, M., Mehmood, A., Iqbal, S., Naheed, S., Rahman, G., & Chu, Y. M. (2022)

Title: Generalized fractional operator with applications in mathematical physics
Journal: Chaos, Solitons & Fractals
Volume: 165
Article Number: 112830

5. Samraiz, M., Mehmood, A., Naheed, S., Rahman, G., Kashuri, A., & Nonlaopon, K. (2022)

Title: On novel fractional operators involving the multivariate Mittag–Leffler function
Journal: Mathematics
Volume(Issue): 10(21)
Article Number: 3991

Conclusion

Ahsan Mehmood is a highly qualified candidate for the Best Researcher Award based on his outstanding and consistent contributions to fractional calculus and mathematical modelling. His extensive publication record in reputed journals reflects a strong commitment to advancing knowledge in his field. Addressing the noted areas for improvement, particularly by highlighting research impact and patent work if applicable, could further bolster his candidacy. Overall, Ahsan is a deserving nominee who embodies the spirit of innovation and scholarly excellence sought by this award.