Naci TASAR | Mathematics | Best Researcher Award

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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.

Faten. H Damag | Mathematics | Best Researcher Award

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Mrs. Faten. H Damag | Mathematics | Best Researcher Award 

Doctorate, at Hail university, Saudi Arabia.

Faten Hasan Mohammed Qaaed Damag is an Associate Professor in the Department of Mathematics at both Hail University, Saudi Arabia, and Taiz University, Yemen. Specializing in Fractional Differential Equations, she has a solid academic background, having earned a PhD in Mathematical Sciences from University Putra Malaysia in 2018. Born in Taiz, Yemen, in 1982, she is a committed academic with significant contributions to the field of mathematics, especially in nonlinear fractional differential equations and related topics. Her passion for teaching, along with her dedication to research, has made her a well-respected figure in her field. She has also worked as a lecturer and academic leader, heading Exam-Control at Taiz University. Her current research interests include Fractional Differential Equations, Partial Differential Equations, and Linear Algebra.

Professional Profile

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Education

Dr. Faten Hasan Mohammed Qaaed Damag completed her PhD in Mathematical Sciences from the University Putra Malaysia (UPM) in 2018. Her doctoral research focused on the Existence and Uniqueness of Solutions for Iterative Fractional Functional Integral and Differential Equations, contributing substantially to the study of fractional differential equations. Prior to her PhD, she earned a Master’s Degree in Mathematical Sciences from Taiz University in 2010, where her thesis addressed solving differential equations using Lie operators. She also holds two Bachelor’s Degrees, one in Mathematical Sciences from Taiz University (2006) and the other from the Faculty of Education, Taiz University (2004). Dr. Damag’s academic journey is marked by a strong foundation in mathematical theory, particularly in the fields of differential equations, fractional calculus, and mathematical analysis.

Experience

Dr. Damag’s academic career spans over a decade, with notable roles at both Hail University in Saudi Arabia and Taiz University in Yemen. She is currently serving as an Assistant Professor at Hail University, where she teaches courses like Advanced Calculus, Real Analysis, and Applied Mathematics. From 2018 to 2023, she was an Associate Professor at Taiz University, contributing to various departments, including Mathematical Sciences and Engineering. She has also held leadership roles such as Head of Exam-Control at Taiz University, responsible for overseeing exam systems. Her diverse teaching experience includes courses on Discrete Mathematics, Linear Algebra, and Partial Differential Equations, which reflect her broad expertise. Her teaching philosophy is grounded in inspiring students to engage deeply with mathematical theories and applications.

Research Interests

Dr. Damag’s research interests focus primarily on Fractional Differential Equations, a growing area in mathematical science, which involves generalizations of classical differential equations to include non-integer orders. Her work explores existence and uniqueness problems, iterative methods, and applications of fractional calculus to various real-world systems. She has also delved into the study of Partial Differential Equations, Linear Algebra, and Mathematical Analysis, aiming to bridge the gap between pure mathematics and its practical applications. Dr. Damag is particularly interested in the applications of fractional differential equations to biological systems, nanomaterials, and human body systems, integrating mathematical theory with interdisciplinary research.

Award

Dr. Damag has been recognized for her significant contributions to the field of Fractional Differential Equations. Her academic excellence has earned her various awards and nominations, including the prestigious recognition as a National Science Leader in Yemen. Throughout her career, she has received commendations for her research outputs, particularly her work on nonlinear fractional equations. Additionally, Dr. Damag’s commitment to teaching has been acknowledged with several Excellence in Teaching awards, showcasing her dedication to mentoring the next generation of mathematicians. Her continued research excellence is further underscored by her role in international collaborations, advancing the global understanding of fractional calculus and its applications.

Top Noted Publications

Dr. Damag has published extensively in high-impact journals, contributing to the advancement of knowledge in Fractional Differential Equations and related fields. One of her most recent publications is “On m-Negative Sets and Out Mondirected Topologies in the Human Nervous System,” published in Mathematics (2024), which explores new topological properties in biological systems. Another notable paper, “ϕ-Hilfer Fractional Cauchy Problems in Banach Algebras,” appeared in Fractal Fract. (2024). Other works include studies on Volterra fractional integral equations in journals like Chaos, Solution and Fractals, as well as on hybrid type nonlinear fractional differential equations in Mathematics (2020). Her research is widely cited, reflecting her strong impact in the field.

1. Existence and uniqueness for a class of iterative fractional differential equations

  • Authors: RW Ibrahim, A Kılıçman, FH Damag

  • Journal: Advances in Difference Equations

  • Year: 2015

  • Pages: 1-13

  • Citation Count: 30

  • Keywords: Iterative fractional differential equations, existence, uniqueness

2. Nanomaterial heat transfer within thermal porous system in presence of Lorentz force

  • Authors: I Mechai, SM Alzahrani, HA Othman, SH Altoum, Z Iqbal, ANAH Ahmad, et al.

  • Journal: Case Studies in Thermal Engineering

  • Year: 2023

  • Article Number: 103139

  • Citation Count: 8

  • Keywords: Nanomaterials, heat transfer, thermal porous system, Lorentz force

3. Some solution of the fractional iterative integro-differential equations

  • Authors: A Kılıçman, FHM Damag

  • Journal: Malaysian Journal of Mathematical Sciences

  • Year: 2018

  • Volume: 12(1)

  • Pages: 121–141

  • Citation Count: 7

  • Keywords: Fractional integro-differential equations, iterative solutions

4. Findings of fractional iterative differential equations involving first order derivative

  • Authors: FH Damag, A Kılıçman, RW Ibrahim

  • Journal: International Journal of Applied and Computational Mathematics

  • Year: 2017

  • Volume: 3

  • Pages: 1739-1748

  • Citation Count: 7

  • Keywords: Fractional iterative differential equations, first-order derivatives

5. Extremal solutions by monotone iterative technique for hybrid fractional differential equations

  • Authors: RW Ibrahim, A Kılıçman, FH Damag

  • Journal: Turkish Journal of Analysis and Number Theory

  • Year: 2016

  • Volume: 4

  • Pages: 60-66

  • Citation Count: 7

  • Keywords: Monotone iterative technique, hybrid fractional differential equations

6. A note on the lower and upper solutions of hybrid-type iterative fractional differential equations

  • Authors: FH Damag, A Kılıçman, H Dutta, RW Ibrahim

  • Journal: National Academy Science Letters

  • Year: 2020

  • Volume: 43

  • Pages: 277-281

  • Citation Count: 6

  • Keywords: Lower and upper solutions, hybrid iterative fractional differential equations

7. Mixed solutions of monotone iterative technique for hybrid fractional differential equations

  • Authors: FH Damag, A Kılıçman, RW Ibrahim

  • Journal: Lobachevskii Journal of Mathematics

  • Year: 2019

  • Volume: 40

  • Pages: 156-165

  • Citation Count: 4

  • Keywords: Mixed solutions, monotone iterative technique, hybrid fractional differential equations

8. Sufficient conditions on existence of solution for nonlinear fractional iterative integral equation

  • Authors: FH Damag, A Kılıçman

  • Journal: Journal of Nonlinear Sciences and Applications

  • Year: 2017

  • Volume: 10

  • Pages: 368-376

  • Citation Count: 4

  • Keywords: Nonlinear fractional iterative integral equations, existence conditions

9. On hybrid type nonlinear fractional integrodifferential equations

  • Authors: FH Damag, A Kılıçman, A T. Al-Arioi

  • Journal: Mathematics

  • Year: 2020

  • Volume: 8(6)

  • Article Number: 984

  • Citation Count: 3

  • Keywords: Hybrid-type, nonlinear fractional integrodifferential equations

10. Approximate solutions for non-linear iterative fractional differential equations

  • Authors: FH Damag, A Kılıçman, RW Ibrahim

  • Journal: Innovations Through Mathematical and Statistical Research

  • Year: 2016

  • Volume: 1739(1)

  • Article Number: 020015

  • Citation Count: 3

  • Keywords: Approximate solutions, non-linear iterative fractional differential equations

11. Biological experiments based on fractional integral equations

  • Authors: FH Damag, A Kılıçman

  • Journal: Journal of Physics: Conference Series

  • Year: 2018

  • Volume: 1132(1)

  • Article Number: 012023

  • Citation Count: 2

  • Keywords: Biological experiments, fractional integral equations

12. On m-negative sets and outmondirected topologies in the human nervous system

  • Authors: FH Damag, A Saif, A Kılıçman, EE Ali, MB Mesmouli

  • Journal: Mathematics

  • Year: 2024

  • Volume: 12(23)

  • Article Number: 3763

  • Citation Count: 1

  • Keywords: m-negative sets, outmondirected topologies, human nervous system

13. Mixed solutions of monotone iterative technique for hybrid fractional differential equations

  • Authors: RW Ibrahim, A Kılıçman, FH Damag

  • Preprint: arXiv preprint arXiv:1509.08238

  • Year: 2015

  • Citation Count: 1

  • Keywords: Mixed solutions, monotone iterative technique, hybrid fractional differential equations

14. Qualitative Properties of Nonlinear Neutral Transmission Line Models and Their Applications

  • Authors: MB Mesmouli, A Ardjouni, IL Popa, H Saber, FH Damag, YA Madani, et al.

  • Journal: Axioms

  • Year: 2025

  • Volume: 14(4)

  • Article Number: 269

  • Keywords: Nonlinear transmission line models, qualitative properties, applications

15. Upper a-Graphical Topological Spaces with the COVID-19 Form and Its Diffusion

  • Authors: FH Damag, A Saif, A Kılıçman, MB Mesmouli, F Alhubairah

  • Journal: Axioms

  • Year: 2025

  • Volume: 14(2)

  • Article Number: 84

  • Keywords: Upper a-graphical topological spaces, COVID-19 form, diffusion

Conclusion

Dr. Faten Hasan Mohammed Qaaed Damag is highly deserving of the Best Researcher Award based on their exceptional contributions to fractional differential equations and mathematical sciences. The combination of a deep research focus, numerous high-quality publications, international collaborations, and leadership experience makes Dr. Damag an excellent candidate for the award.

Xiaotao Ren | Mathematics | Best Researcher Award

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Mr. Xiaotao Ren | Mathematics | Best Researcher Award 

Lecturer, at Shanxi Vocational University of Engineering Science and Technology, China.

Ren Xiaotao is a dedicated researcher and lecturer specializing in systems control and nonlinear systems identification. He is currently serving as a Lecturer at the School of Equipment Engineering, Shanxi Vocational University of Engineering Science and Technology, since 2024. Ren has developed significant expertise in the recursive identification of nonlinear systems, adaptive regulation, and event-triggered observations. His academic journey includes a Ph.D. from the University of Chinese Academy of Sciences, where he worked at the Key Laboratory of Systems and Control. Ren is passionate about advancing systems science through innovative approaches to control theory, and his work contributes to both theoretical and practical advancements in the field of systems and control. 🌟📚

Professional Profile

Scopus

ORCID

Education

Ren Xiaotao’s educational background is rooted in systems and control theory. He completed his Ph.D. at the University of Chinese Academy of Sciences (2018-2024) in the Key Laboratory of Systems and Control. His M.Sc. (2016-2018) also focused on systems and control within the same laboratory, where he began his research in nonlinear system identification. Ren’s academic journey began with a B.Sc. from North China Electric Power University (2012-2016), where he gained foundational knowledge in electrical engineering. His robust education prepared him for an academic career, and his doctoral research has led to substantial contributions to the field of systems science and control. 🎓🔬

Experience

Ren Xiaotao’s professional experience includes both academic and research positions. He is currently a Lecturer at the School of Equipment Engineering at Shanxi Vocational University of Engineering Science and Technology, a position he has held since 2024. Prior to this, Ren’s work as a Ph.D. student at the University of Chinese Academy of Sciences allowed him to contribute significantly to various research projects on nonlinear systems identification and adaptive regulation. He has worked on cutting-edge topics involving event-triggered observations, providing him with expertise in the intersection of control systems and data-driven methods. Ren’s experiences in both teaching and research have equipped him with a strong foundation in systems science. 🧑‍🏫🖥️

Research Interests

Ren Xiaotao’s research interests are primarily focused on systems control, nonlinear systems identification, and adaptive regulation. He is particularly interested in recursive identification of nonlinear nonparametric systems under event-triggered observations, exploring new methods for improving the efficiency and accuracy of system identification. Additionally, his work addresses adaptive regulation techniques for Hammerstein and Wiener systems, as well as the development of novel variable selection approaches for nonlinear systems. Ren aims to push the boundaries of control theory through his research, contributing to both academic knowledge and practical applications in industrial systems and automation. 📡🔧

Awards

Ren Xiaotao has received recognition for his contributions to the field of systems science. Notably, his work on adaptive regulation and system identification has garnered attention at international conferences such as the IEEE Conference on Decision and Control. His innovative approaches have positioned him as a promising young researcher in the field, and he is expected to continue receiving accolades for his work. Ren’s research has been consistently cited, further solidifying his impact on the field of nonlinear systems and control theory. 🏆🌍

Top Noted Publications

Ren Xiaotao has authored several influential publications in reputable journals and conferences. His work spans a range of topics in systems control, nonlinear system identification, and adaptive regulation. Notable publications include:

  • Ren, Xiaotao, Zhao, Wenxiao, Zhang, Han:
    Title: Recursive identification of nonlinear nonparametric systems under event-triggered observations
    Journal: Systems & Control Letters
    Year: 2025
    Volume: 196
    Article Number: 106013
    Link: (Not provided)

  • Ren, Xiaotao, Zhao, Wenxiao, Gao, Jinwu:
    Title: Adaptive Regulation for Hammerstein and Wiener Systems with Event-Triggered Observations
    Journal: Journal of Systems Science & Complexity
    Year: 2023
    Volume: 36, Issue 5
    Pages: 1878-1904
    Link: (Not provided)

  • Ren, Xiaotao, Zhao, Wenxiao, Gao, Jinwu:
    Title: New Approach to Variable Selection for Nonparametric Nonlinear Systems
    Conference: 62nd IEEE Conference on Decision and Control
    Location: Marina Bay Sands, Singapore
    Month/Year: December 2023
    Link: (Not provided)

Conclusion

Ren, Xiaotao is a highly qualified candidate for the Best Researcher Award, based on his strong educational foundation, innovative research contributions, and engagement with the academic community. His research in systems control, particularly in nonlinear systems and event-triggered observations, is highly relevant to current advancements in control theory and its applications. While there is room for improvement in expanding his research collaborations and exploring a wider array of topics, his current achievements make him a deserving candidate for this prestigious award.