Zineb Bellabes | Pure Mathematics | Best Researcher Award

Dr. Zineb Bellabes | Pure Mathematics | Best Researcher Award

Relizane University, Algeria

Dr. Zineb Bellabes 🎓 is an emerging interdisciplinary scholar blending the precision of mathematics with the innovation of biomedical engineering. Currently pursuing her Ph.D. in Mathematics 🧮, her research explores cutting-edge topics like fractional calculus, impulsive differential equations, and variational approaches. With a Master’s in Biomedical Engineering 🧠 and another in Mathematics, she seamlessly bridges complex analytical methods with real-world healthcare technologies. Dr. Bellabes has presented her work internationally, notably at the 2nd International Conference on Frontiers in Academic Research 🌍, and is driven by a passion for scientific discovery and academic growth. Her teaching stint at Ahmed Zabana University 👩‍🏫 reflects her dedication to knowledge sharing and academic mentorship. In addition to her academic endeavors, she is skilled in digital tools 💻 and multilingual communication 🗣️, which strengthens her global engagement. Creative, curious, and culturally attuned, Dr. Bellabes represents a promising voice in the next generation of mathematical and biomedical researchers. ✨

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🎓 Education

Dr. Zineb Bellabes’s academic journey reflects a deep fusion of science and innovation. 📚 Beginning with a Bachelor’s in Experimental Sciences (2007–2010), she sharpened her analytical thinking early on. Her intellectual curiosity then led her to pursue a Master’s degree in Biomedical Engineering 🧠 (2010–2015), specializing in artificial intelligence, radiotherapy, image processing, and signal processing—fields that marry technology with human health. 🌐 Fueling her quest for mathematical rigor, she earned a second Master’s in Mathematics 🧮 (2017–2023), where she explored functional analysis, distribution theory, semi-group theory, and fractional calculus. She is now a Ph.D. candidate in Mathematics, demonstrating her unwavering commitment to theoretical depth and research mastery. 🔬 Through this educational trajectory, Dr. Bellabes has built a robust interdisciplinary foundation that positions her at the frontier of both mathematical sciences and biomedical innovation.

💼 Professional Experience

Dr. Bellabes’s professional footprint is as dynamic as her academic background. She began her career as an MRI Technician 🏥 (2015–2017), gaining invaluable clinical experience in medical imaging—a field where technical skill meets patient care. This hands-on role deepened her understanding of real-world biomedical challenges. In 2023, she expanded her portfolio into academia as a Temporary Professor at Ahmed Zabana University of Relizane 👩‍🏫, where she introduced young minds to the nuances of mathematics and engineering. Her teaching style integrates theory with application, reflecting her dual expertise. 💡 Through both technical and teaching roles, Dr. Bellabes has proven herself a versatile professional—capable of navigating both the hospital floor and the academic lecture hall. Her commitment to continuous growth, cross-functional learning, and knowledge dissemination exemplifies the ideal blend of practitioner and educator. 🌟

🔍 Research Interest

Dr. Zineb Bellabes’s research portfolio is rooted in complex mathematical modeling and interdisciplinary applications. 🔬 Her current interests lie in fractional differential equations, particularly ψ−Caputo impulsive systems, variational approaches, and semi-group theory. These advanced mathematical constructs are crucial for understanding dynamic systems in fields ranging from physics to biomedical engineering. 💥 Her work elegantly merges abstraction with practical relevance—delving into how fractional models can improve diagnostics, signal processing, and computational simulations in healthcare. Additionally, she is passionate about the evolving interface between artificial intelligence 🤖 and applied mathematics, including human–machine interaction. Her holistic research perspective—anchored in both biomedical function and theoretical depth—demonstrates a rare ability to operate at the confluence of disciplines. With each project, she strives to answer fundamental scientific questions while advancing impactful, real-world technologies. 🌍

🏅 Awards and Honors

While early in her research career, Dr. Bellabes has already earned recognition in scholarly forums. Most notably, her work titled “On the Study of ψ−Caputo Fractional Impulsive Differential Equations Involving Variational Approach” was presented at the prestigious 2nd International Conference on Frontiers in Academic Research in Konya, Turkey (2023). 🏆 This milestone highlights her emergence on the international research scene. Her participation in such academic venues reflects not only the quality of her research but also her dedication to continuous learning and global academic exchange. 🌐 While formal awards may be few at this stage, her growing list of conference presentations, academic roles, and research initiatives signal an upward trajectory destined for future accolades. Dr. Bellabes’s academic reputation is steadily building, and her trajectory strongly indicates future recognitions as she continues to break new ground in mathematical engineering. 📈

🧭 Conclusion

In every aspect of her career, Dr. Zineb Bellabes exhibits purpose, passion, and perseverance. 🔗 From mastering biomedical technologies to dissecting abstract mathematical theories, she demonstrates a rare interdisciplinary fluency that makes her work both intellectually robust and practically relevant. Her commitment to impactful research, teaching excellence, and international engagement renders her a rising star in the fields of mathematics and engineering. 🌟 With a strong ethical compass, multilingual capabilities 🌍, and a creative spirit expressed through her love for art and travel 🎨✈️, she embodies a holistic academic ethos. As she advances in her doctoral journey and deepens her research portfolio, Dr. Bellabes is exceptionally positioned to contribute original insights and innovations to the global scientific community. Her path is one of transformation, connecting equations to experience, and theory to therapeutic possibility. 🚀

Publications Top Notes

  • 📖 Title: Existence of Solutions to the Variable Order Caputo Fractional Thermistor Problem
    🖋 Authors: John R. Graef, Kadda Maazouz, Sandra Pinelas, Zineb Bellabes, Naima Boussekkine
    📅 Year: 2025
    📚 Journal: Fractal and Fractional (MDPI)
    🔗 DOI: 10.3390/fractalfract9030139

 

 

Hoger Ghahramani | Pure Mathematics | Best Researcher Award

Prof. Hoger Ghahramani | Pure Mathematics | Best Researcher Award

Professor of Pure Mathematics at University of Kurdistan, Iran

Dr. Hoger Ghahramani 🎓, an esteemed Associate Professor at the University of Kurdistan 🇮🇷, stands as a distinguished scholar in Functional Analysis, Banach Algebras, and Operator Theory 🔍. With a Ph.D. in Mathematics from Tarbiat Modares University, his research illuminates the depths of non-commutative algebra and computability theory 💡. A prolific contributor to mathematical science, Dr. Ghahramani has authored over 20 impactful research papers in prestigious international journals 📚, and actively shares his expertise through conference presentations and invited talks across Iran and beyond 🌍. His excellence extends to education, where he inspires future mathematicians in advanced topics like Real and Functional Analysis, Operator Algebras, and Logic 📐. As a reviewer for Mathematical Reviews and referee for numerous journals, his academic footprint reflects both depth and leadership 🏅. Passionate, innovative, and dedicated, Dr. Ghahramani exemplifies the spirit of mathematical exploration and academic excellence 🌟.

Professional Profile 

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🎓 Education

Dr. Hoger Ghahramani embarked on his mathematical journey at Amirkabir University of Technology, where he earned both his B.Sc. and M.Sc. in Mathematics 🧠. His master’s thesis explored subnormal operators under the guidance of Prof. A. Riazi. Driven by a passion for deep theoretical frameworks, he pursued his Ph.D. in Mathematics at Tarbiat Modares University 🎓. Under the mentorship of Prof. G.H. Esslamzadeh, his doctoral work focused on the intricate world of derivations in Banach algebras. From foundational analysis to specialized algebraic structures, his academic formation laid a rock-solid base 🧱 for a lifelong pursuit of discovery. Dr. Ghahramani’s education not only sharpened his analytical acumen but also instilled a lifelong dedication to uncovering mathematical truths 🔍. His academic rigor, combined with a curiosity for abstraction and logic, paved the way for his impactful contributions in both theoretical and applied branches of mathematics 🌐.

👨‍🏫 Professional Experience

With unwavering dedication, Dr. Ghahramani began his academic career as an Assistant Professor at the University of Kurdistan in 2008 🏛️. His dynamic teaching style, coupled with his depth in subjects such as Functional Analysis, Operator Theory, and Mathematical Logic, quickly earned him recognition among students and peers alike. In 2015, he rose to the rank of Associate Professor 👏, a testament to his academic leadership and prolific research output. Over the years, he has delivered a wide range of graduate and undergraduate courses, sparking curiosity and excellence across multiple generations of learners 📘. He has played an active role in mentoring students, shaping research directions, and enriching the university’s academic culture 🧑‍🏫. Beyond the classroom, Dr. Ghahramani contributes extensively to the scholarly community by reviewing for Mathematical Reviews and refereeing for international journals, reinforcing his reputation as a reliable and respected voice in the global mathematics arena 🌍.

🧠 Research Interests

Dr. Ghahramani’s research is a masterful blend of classical and modern mathematical disciplines, primarily rooted in Functional Analysis, Banach and Operator Algebras, and Non-commutative Algebra 🔬. His scholarly curiosity extends into Computer Science through Computability Theory, showcasing his interdisciplinary reach 💡. At the heart of his work lies a deep investigation into derivations, Jordan maps, and algebraic structures through zero product techniques. With over 20 peer-reviewed publications, he has unraveled complex relationships and introduced elegant formulations that push the boundaries of contemporary mathematical thought 📈. Whether through investigating the reflexive closures of operator algebras or exploring the behavior of linear maps on *-algebras, his work resonates with precision, originality, and rigor 📚. Dr. Ghahramani’s theoretical innovations contribute profoundly to the structural understanding of algebraic and analytical systems, positioning him as a thought leader in his fields of interest 🌌.

🏅 Awards and Honors

Dr. Hoger Ghahramani’s academic journey is decorated with well-earned distinctions and professional recognition 🎖️. His long-standing role as a reviewer for Mathematical Reviews reflects the scholarly trust placed in his expertise and insight 🔍. Over the years, his participation as an invited speaker at national and international conferences has further solidified his place as a thought-provoking voice in advanced mathematics 🗣️. Moreover, his editorial and peer review contributions to respected journals underline his active involvement in shaping contemporary mathematical research 🧾. While not always formally titled, his honors shine through the widespread citation and relevance of his work, his mentorship impact, and the respect he commands in both academic and research communities 🤝. These recognitions are a natural outgrowth of a life committed to mathematical excellence and intellectual integrity. Dr. Ghahramani’s legacy continues to grow with every paper published, class taught, and theory illuminated ✨.

 Conclusion

In the vibrant landscape of modern mathematics, Dr. Hoger Ghahramani stands as a beacon of intellectual rigor, innovation, and mentorship 🌟. From his deep-rooted expertise in Banach algebras and operator theory to his impactful teaching and global academic collaborations, he has made remarkable contributions that resonate far beyond his home institution 🎯. His career reflects a perfect balance of theoretical exploration and practical dissemination—nurturing future mathematicians while expanding the frontiers of knowledge 📐. With a strong publication record, conference participation, and academic service, Dr. Ghahramani exemplifies the ideal scholar: driven, insightful, and ever-curious 🧭. His journey is not only a story of personal academic achievement but also an inspiration to those who believe in the transformative power of mathematics to decode the universe’s deepest structures 💫. As he continues to build upon his legacy, the mathematical world watches with anticipation and admiration 🚀.

Publications Top Notes

  • Functional identities of degree 2 at two-sided zero products on triangular algebras

    • Authors: Nurcan Argaç, Hoger Ghahramani

    • Year: 2025 📅

    • Citations: 0 🌟

    • Source: Journal of Algebra 📖

  • Linear mappings like Lie homomorphisms in zero products on a class of locally convex algebras

    • Authors: Hoger Ghahramani, Abbas Zivari-Kazempour

    • Year: 2025 📅

    • Citations: 0 🌟

    • Source: Asian-European Journal of Mathematics 📘

  • On Lie n-centralizers, n-commuting linear maps and related mappings of algebras

    • Author: Hoger Ghahramani

    • Year: 2025 📅

    • Citations: 0 🌟

    • Source: Communications in Algebra 📰

  • Additive maps related to Lie structure on factor von Neumann algebras

    • Authors: Behrooz Fadaee, Hoger Ghahramani

    • Year: 2024 📅

    • Citations: 0 🌟

    • Source: Journal of Analysis 📙

  • Posner’s First Theorem for Prime Modules

    • Authors: Hoger Ghahramani, Mohammad Nader Ghosseiri, Tahereh Rezaei

    • Year: 2024 📅

    • Citations: 0 🌟

    • Source: Khayyam Journal of Mathematics 📑

  • Derivable maps at commutative products on Banach algebras

    • Authors: Abbas Zivari-Kazempour, Hoger Ghahramani

    • Year: 2024 📅

    • Citations: 2 🌱

    • Source: Acta Scientiarum Mathematicarum 🧮

  • On derivations and Jordan derivations through zero products

    • Author: Hoger Ghahramani

    • Year: 2014 📅

    • Citations: 46 🏆

    • Source: Operators and Matrices 📚

  • On centralizers of Banach algebras

    • Author: Hoger Ghahramani

    • Year: 2015 📅

    • Citations: 42 🌟

    • Source: Bulletin of the Malaysian Mathematical Sciences Society 🌏

  • Additive mappings derivable at non-trivial idempotents on Banach algebras

    • Author: Hoger Ghahramani

    • Year: 2012 📅

    • Citations: 37 💡

    • Source: Linear and Multilinear Algebra 🔢

  • Jordan derivations on trivial extensions

    • Author: Hoger Ghahramani

    • Year: 2013 📅

    • Citations: 34 🌟

    • Source: Bulletin of the Iranian Mathematical Society 🌍

  • Characterizing Jordan maps on triangular rings through commutative zero products

    • Author: Hoger Ghahramani

    • Year: 2018 📅

    • Citations: 32 💼

    • Source: Mediterranean Journal of Mathematics 🌊

  • Zero product determined triangular algebras

    • Author: Hoger Ghahramani

    • Year: 2013 📅

    • Citations: 31 ✨

    • Source: Linear and Multilinear Algebra 🔢

  • Linear maps on group algebras determined by the action of the derivations or anti-derivations on a set of orthogonal elements

    • Author: Hoger Ghahramani

    • Year: 2018 📅

    • Citations: 29 🧑‍🔬

    • Source: Results in Mathematics 📈

  • Lie centralizers at zero products on a class of operator algebras

    • Authors: Hoger Ghahramani, W. Jing

    • Year: 2021 📅

    • Citations: 26 💫

    • Source: Annals of Functional Analysis 📔

  • *Linear Maps on -Algebras Behaving like (Anti-)derivations at Orthogonal Elements

    • Authors: Behrooz Fadaee, Hoger Ghahramani

    • Year: 2020 📅

    • Citations: 25 🌟

    • Source: Bulletin of the Malaysian Mathematical Sciences Society 🌏

  • Linear maps on standard operator algebras characterized by action on zero products

    • Authors: A. Barari, B. Fadaee, Hoger Ghahramani

    • Year: 2019 📅

    • Citations: 24 ✨

    • Source: Bulletin of the Iranian Mathematical Society 🧮

  • *Linear maps on -algebras acting on orthogonal elements like derivations or anti-derivations

    • Authors: Hoger Ghahramani, Z. Pan

    • Year: 2018 📅

    • Citations: 23 🧑‍🔬

    • Source: Filomat 📰

  • Additive maps on some operator algebras behaving like (α, β)-derivations or generalized (α, β)-derivations at zero-product elements

    • Author: Hoger Ghahramani

    • Year: 2014 📅

    • Citations: 23 🏅

    • Source: Acta Mathematica Scientia ✍️

  • Lie maps on triangular algebras without assuming unity

    • Authors: R. Behfar, Hoger Ghahramani

    • Year: 2021 📅

    • Citations: 22 🌟

    • Source: Mediterranean Journal of Mathematics 📖

 

Peng Yue | Pure Mathematics | Best Researcher Award

Prof. Dr. Peng Yue | Pure Mathematics | Best Researcher Award

Dr. at Ocean University of China, China

Prof. Dr. Peng Yue is a distinguished academic currently serving as a professor at the School of Physics and Optoelectronic Engineering, Ocean University of China. With a solid educational foundation, he earned his bachelor’s, master’s, and Ph.D. degrees in mechanics from the National Aerospace University “Kharkov Aviation Institute.” Prof. Yue’s research focuses on developing mathematical and mechanical theories and models related to nonlinear and complex systems, bridging mathematics, physics, and engineering. His notable contributions include several publications in prestigious journals, including works on fluid dynamics, aerodynamics, and mathematical models for flow field separation. Additionally, Prof. Yue has been an active participant in international awards, often presenting as a keynote speaker. He is a member of several academic societies, including the Chinese Mathematical Society and the Chinese Society of Industrial and Applied Mathematics. His interdisciplinary work and leadership in the field make him a prominent figure in applied mathematics and engineering.

Professional Profile 

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Education

Prof. Dr. Peng Yue’s educational journey reflects his dedication to advancing the fields of mathematics, mechanics, and physics. He began his academic path at the National Aerospace University “Kharkov Aviation Institute” where he earned his bachelor’s degree in theoretical and applied mechanics in 2011. His passion for mechanics led him to pursue a master’s degree in the same field, which he completed in 2013. Demonstrating exceptional academic ability and a deep interest in complex systems, Prof. Yue continued his studies at the same institution and earned his Ph.D. in mechanics in 2017. This rigorous academic foundation laid the groundwork for his subsequent research career. His advanced education provided him with a comprehensive understanding of mathematical and mechanical theories, equipping him with the skills necessary to develop models and algorithms for nonlinear and complex systems.

Professional Experience

Prof. Dr. Peng Yue has an extensive professional background that spans academia and research in the fields of mathematics, mechanics, and engineering. He currently serves as a professor at the School of Physics and Optoelectronic Engineering, College of Information Science and Engineering, Ocean University of China. Prior to 2023, he held significant academic and research positions at the University of Electronic Science and Technology of China and the China Aerodynamics Research and Development Center, where he contributed extensively to the study of nonlinear and complex systems. Prof. Yue’s expertise also includes developing practical models and algorithms for mathematical and mechanical theories. He earned his bachelor’s, master’s, and Ph.D. degrees from the National Aerospace University “Kharkov Aviation Institute.” Throughout his career, Prof. Yue has been actively involved in numerous projects and awards, including as a keynote speaker at prestigious international events like the 13th International Conference on Computational Mechanics.

Research Interest

Prof. Dr. Peng Yue’s research interests primarily focus on the development of mathematical and mechanical theories applied to nonlinear and complex systems. He explores practical models and algorithms that bridge the gap between theoretical mechanics and real-world engineering problems. His work is at the intersection of mathematics, physics, and engineering, with particular emphasis on the modeling and analysis of fluid dynamics, flow separation, and multi-field coupling mechanisms. Prof. Yue is also dedicated to advancing numerical methods such as the boundary element method for determining aerodynamic characteristics and improving techniques in Cartesian tensor analysis. His research aims to enhance understanding of the behavior of complex physical systems, with applications in aerodynamics, mechanics, and technology. By developing new mathematical models, he strives to solve practical challenges faced by modern engineering, contributing to the broader understanding of nonlinear phenomena and pushing the boundaries of applied mathematics and mechanical systems.

Award and Honor

Prof. Dr. Peng Yue has earned significant recognition throughout his academic career, marking him as a distinguished figure in the fields of applied mathematics, mechanics, and engineering. As a member of the Chinese Mathematical Society, the Chinese Society for Industrial and Applied Mathematics, and the Chinese Society of Mechanics, his contributions to mathematical modeling and nonlinear systems have been widely acknowledged. He has held important academic positions, including as a professor at the Institute of Space Technology at the China Aerodynamics Research and Development Center, and more recently at Ocean University of China. His research has led to numerous high-impact journal publications, with key articles on complex fluid dynamics, aerodynamics, and tensor analysis. Prof. Yue has also made significant contributions to international awards, delivering keynote addresses, such as at the 13th International Conference on Computational Mechanics. His honors reflect both his scholarly achievements and his leadership in advancing scientific and engineering knowledge.

Conclusion

Prof. Dr. Peng Yue has proven to be an exceptional researcher, blending advanced mathematical, mechanical, and physical theories with practical models and algorithms. His academic journey, from earning a Ph.D. at the National Aerospace University “Kharkov Aviation Institute” to holding prominent positions at renowned institutions like the University of Electronic Science and Technology of China and the Ocean University of China, showcases his deep expertise. Prof. Yue’s extensive publication record, including high-quality journal articles on nonlinear systems and fluid dynamics, as well as his role as a keynote speaker at international awards, reflects his influential contributions to his fields. His involvement in major scientific societies such as the Chinese Mathematical Society further emphasizes his academic prominence. While continuing to expand the reach of his research, Prof. Yue’s exceptional scholarship, leadership, and interdisciplinary work solidify his standing as a distinguished figure in applied mathematics and mechanics.

Publications Top Noted

  • Title: Surface Pressure Calculation Method of Multi-Field Coupling Mechanism under the Action of Flow Field
    Authors: Zhang, J., Wei, S., Yue, P., Kulik, A.S., Li, G.
    Year: 2023
    Citations: 1
  • Title: Mathematical Model for Excited State Fluid Dynamics
    Authors: Yue, P., Zhang, J., Wei, S.
    Year: 2023
    Citations: 0
  • Title: Mathematical Principle Analysis of Transition Point Prediction
    Authors: Yue, P., Zhang, J., Peng, D., Wei, S.
    Year: 2022
    Citations: 0
  • Title: Mathematical Principle Analysis of Separation Point Prediction
    Authors: Yue, P., Zhang, J., Peng, D., Wei, S.
    Year: 2021
    Citations: 0
  • Title: Mathematical Model and Analysis Method for Flowfield Separation and Transition
    Authors: Yue, P., Xiao, J., Xu, K., Lu, Y., Peng, D.
    Year: 2021
    Citations: 5
  • Title: Numerical Implementation of Boundary Element Method for Determining Aerodynamic Characteristics around Airfoil System by Viscous Media
    Authors: Xu, K., Yue, P., Liu, Q., Lu, Y., Zhang, J.
    Year: 2020
    Citations: 3
  • Title: Extension of Calculus Operations in Cartesian Tensor Analysis
    Authors: Lu, Y., Yue, P., Wei, S.
    Year: 2020
    Citations: 1