Fan Yang | Computational Mathematics | Best Researcher Award

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Prof. Fan Yang | Computational Mathematics | Best Researcher Award

Professor at Lanzhou University of Technology, China

Professor Fan Yang 🎓, born in April 1976, is a distinguished mathematician at the School of Science, Lanzhou University of Technology, China. With a solid academic foundation—earning his B.Sc., M.Sc., and Ph.D. from Lanzhou University—he has emerged as a notable expert in inverse problems 🔍 and fractional diffusion equations 🌐. His research contributions span over 14 impactful publications in internationally recognized journals, showcasing innovative regularization techniques like Tikhonov, mollification, and quasi-boundary methods 🧮. His work significantly enhances computational stability in solving complex physical models, particularly heat and Poisson equations 🔥➕. Professor Yang collaborates closely with scholars like Chu-Li Fu and Xiao-Xiao Li, reflecting his team-driven approach and scientific synergy 🤝. While his global visibility could be further amplified, his technical depth, precision, and dedication place him among the front-runners in applied mathematics. A trailblazer in mathematical physics, Prof. Yang continues to illuminate intricate problems with clarity and rigor ✨.

Professional Profile 

Scopus Profile
ORCID Profile

📘 Education

Professor Fan Yang 🎓 embarked on his academic path at Lanzhou University, a premier institution in China 🇨🇳. He obtained his Bachelor’s degree in Mathematics in 2000, deepening his analytical foundations. Committed to advancing knowledge, he earned his Master’s degree in 2007 and later achieved his Doctoral degree in 2014, specializing in mathematical physics equations. This progressive academic journey illustrates a firm dedication to mathematical excellence 📐. His scholarly roots at Lanzhou University equipped him with the skills to explore abstract theories and practical modeling 🧠. The consistent pursuit of higher education across nearly 15 years showcases his unwavering commitment to mastering complexity and innovation. His academic development has been vital in shaping him into a respected voice within the mathematical research community 🔍.

💼 Professional Experience

Professor Fan Yang currently holds a prestigious role at the School of Science, Lanzhou University of Technology 🏫, where he serves as a full professor. With a career rooted in academia, he has accumulated decades of teaching, mentorship, and research leadership 📊. Over the years, he has played a central role in guiding both undergraduate and postgraduate students, helping nurture the next generation of mathematical minds 👨‍🏫. His collaborative efforts with other scholars and his role in departmental research initiatives reflect his deep integration into academic life 🧩. Prof. Yang’s dedication to fostering scientific thought and problem-solving capacity makes him a pillar of his department. His evolving role from student to faculty leader exemplifies his rise through perseverance, expertise, and scholarly drive 🚀.

🔬 Research Interest

Prof. Fan Yang’s research orbits around inverse problems and fractional diffusion equations, niche yet powerful areas within applied mathematics 🧠. His work primarily addresses ill-posed problems in mathematical physics, especially those modeling heat and source detection phenomena 🔥🧊. His innovative application of regularization techniques—such as Tikhonov, truncation, and mollification—enhances stability and solution accuracy in computational models. He focuses on determining unknown parameters from partial data, contributing solutions to real-world problems in geophysics, medical imaging, and thermal analysis 🌍💡. This niche research supports the broader scientific community in understanding and interpreting complex systems. With publications in high-impact journals and a track record of meaningful inquiry, Prof. Yang continues to redefine mathematical boundaries, blending theory and application in impactful, forward-thinking ways 📈🔎.

🏅 Awards and Honors

Though specific awards and honors are not listed in detail, Professor Fan Yang’s academic recognition is evident through consistent publications in reputable international journals 📰. Journals such as Applied Mathematical Modelling, Journal of Inverse and Ill-Posed Problems, and Computational and Applied Mathematics have showcased his findings, underscoring the scholarly value of his work 🏆. His research has earned collaboration with distinguished mathematicians, a subtle indicator of peer recognition and respect 🤝. Serving as a professor at a top Chinese university further indicates institutional acknowledgment of his contributions 🎖️. While formal accolades may not be detailed here, Prof. Yang’s enduring presence in high-level research forums and his intellectual influence make him a quiet achiever whose work speaks volumes through citations and scholarly impact 🌟.

📌 Conclusion

Professor Fan Yang is a dedicated scholar whose academic path, professional evolution, and focused research agenda reflect a life devoted to scientific advancement 🔭. From tackling complex inverse problems to refining numerical solutions for fractional equations, his work resonates across mathematical physics and engineering realms 🌐. With a foundation built at Lanzhou University and a professorship at Lanzhou University of Technology, his influence continues to grow 📘💡. While he may remain understated in accolades, his scholarly contributions are undeniable—spanning critical journals and collaborative research 🧩. Prof. Yang exemplifies how dedication, precision, and thoughtful inquiry can shape the modern mathematical landscape. As a thinker, mentor, and innovator, he is undoubtedly a valuable figure in advancing computational mathematics and applied sciences 💫🧮.

Publications Top Notes

🔹 Title: Simultaneous Inversion of the Source Term and Initial Value of the Multi-Term Time Fractional Slow Diffusion Equation
Authors: L. Qiao, R. Li, Fan Yang, X. Li
Year: 2025 🗓️
Journal: Journal of Applied Analysis and Computation 🏫📚

🔹 Title: Fractional Landweber Regularization Method for Identifying the Source Term of the Time Fractional Diffusion-Wave Equation
Authors: Z. Liang, Q. Jiang, Q. Liu, L. Xu, Fan Yang
Year: 2025 🗓️
Journal: Symmetry 📐📚

🔹 Title: PINN Neural Network Method for Solving the Forward and Inverse Problem of Time-Fractional Telegraph Equation
Authors: Fan Yang, H. Liu, X. Li, J. Cao
Year: 2025 🗓️
Citations: 2 📚
Journal: Results in Engineering ⚙️

🔹 Title: Two Regularization Methods for Identifying the Initial Value of Time-Fractional Telegraph Equation
Authors: Y. Liang, Fan Yang, X. Li
Year: 2025 🗓️
Citations: 2 📚
Journal: Computational Methods in Applied Mathematics 📊

🔹 Title: Two Regularization Methods for Identifying the Unknown Source of Sobolev Equation with Fractional Laplacian
Authors: Fan Yang, L.L. Yan, H. Liu, X. Li
Year: 2025 🗓️
Citations: 4 📚
Journal: Journal of Applied Analysis and Computation 🏫

🔹 Title: Two Regularization Methods for Identifying the Source Term of Caputo-Hadamard Type Time Fractional Diffusion-Wave Equation
Authors: Fan Yang, R. Li, Y. Gao, X. Li
Year: 2025 🗓️
Journal: Journal of Inverse and Ill-Posed Problems 🔄📚

🔹 Title: Effect of Surface Effect on Linear Bending Behavior of Nano-Switch Structure
Authors: Fan Yang, X. Wang, C. Li
Year: 2024 🗓️
Journal: Yingyong Lixue Xuebao (Chinese Journal of Applied Mechanics) 🔧📚

🔹 Title: Simultaneous Identification of the Unknown Source Term and Initial Value for the Time Fractional Diffusion Equation with Local and Nonlocal Operators
Authors: L. Qiao, Fan Yang, X. Li
Year: 2024 🗓️
Citations: 3 📚
Journal: Chaos, Solitons and Fractals 🌀

🔹 Title: Analysis of Nonlinear Bending Behavior of Nano-Switches Considering Surface Effects
Authors: Fan Yang, X. Wang, X. Song, W. Yang
Year: 2024 🗓️
Journal: Discover Nano 🔬📚

Franz Winkler | Computational Mathematics | Best Researcher Award

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Prof. Franz Winkler | Computational Mathematics | Best Researcher Award

Prof.emer. at RISC, Johannes Kepler University, Linz, Austria.

Franz Winkler is a distinguished mathematician and professor emeritus at the Research Institute for Symbolic Computation (RISC), Johannes Kepler University Linz. With a career spanning over four decades, he has made pioneering contributions to symbolic and algebraic computation, polynomial ideal theory, and theorem proving. He has held leadership roles, including Chairman of RISC and Dean of the School of Science and Technology. Recognized globally, he has been a visiting professor at esteemed institutions such as NYU, UC Berkeley, and the University of Sydney. His accolades include the prestigious Fulbright Scholarship and Promotio sub auspiciis praesidentis rei publicae, Austria’s highest academic honor. With extensive research collaborations across Europe, Asia, and the U.S., his work has significantly influenced computational mathematics. As an accomplished researcher, educator, and innovator, Winkler continues to shape the future of mathematical sciences through his profound contributions to algorithmic methods and computational algebra.

Professional Profile 

Scopus Profile

Education

Franz Winkler pursued his higher education at Johannes Kepler University Linz, earning a Diplomingenieur (equivalent to an M.S.) in Mathematics in 1979 with a thesis on Gröbner bases. He further enriched his academic experience with graduate studies at Rensselaer Polytechnic Institute, New York, before obtaining his Ph.D. in Mathematics (Dr. techn.) from Johannes Kepler University in 1984. His doctoral research focused on the Church-Rosser property in computer algebra and theorem proving, laying the foundation for his future work in symbolic computation. In 1990, he achieved habilitation in Mathematics, an esteemed qualification in European academia, with a thesis on algorithmic methods in polynomial ideal theory and first-order terms. This strong mathematical and computational foundation enabled him to pioneer research in algebraic computation, making significant contributions to theoretical and applied mathematics, shaping the field of computer algebra, and influencing generations of researchers in symbolic computation.

Professional Experience

Franz Winkler has had an extensive and impactful career, beginning as a teaching and research assistant at Johannes Kepler University Linz and later at Rensselaer Polytechnic Institute. He held academic positions at prestigious institutions, including the University of Delaware, where he served as a Visiting Assistant Professor. Returning to Austria, he became an Assistant Professor at RISC, a leading center for symbolic computation, before rising to Associate Professor and Full Professor at the same institution. He served as Chairman of RISC (1999–2009) and later as Dean of the School of Science and Technology (2013–2015) at Johannes Kepler University. His leadership extended to departmental roles, including Speaker of the Department of Mathematics (2016–2019). Even after becoming Professor Emeritus in 2021, he remains active in research and international collaborations, fostering advancements in computer algebra, theorem proving, and computational mathematics.

Research Interests

Franz Winkler’s research primarily focuses on symbolic and algebraic computation, polynomial ideal theory, differential elimination, term rewriting systems, and theorem proving. His contributions to computer algebra have led to significant developments in Gröbner bases, differential algebra, and algorithmic methods in commutative algebra and algebraic geometry. His work extends into computational aspects of algebraic geometry, providing essential algorithms for solving systems of algebraic and differential equations. A strong advocate of automated reasoning, he has advanced term rewriting and equational theorem proving. His research has influenced numerous mathematical software systems and has applications in engineering, cryptography, and theoretical physics. With numerous international collaborations and visiting professorships, he continues to expand the frontiers of computational mathematics, ensuring its relevance in modern problem-solving. His interdisciplinary approach has cemented his reputation as a global leader in symbolic computation and its applications.

Awards and Honors

Franz Winkler has received numerous accolades for his outstanding contributions to mathematics and computer algebra. He was awarded the Fulbright Scholarship to pursue studies at Rensselaer Polytechnic Institute, an early recognition of his academic excellence. His Ph.D. was honored with the Promotio sub auspiciis praesidentis rei publicae, one of Austria’s highest academic distinctions, granted to students with exceptional academic performance throughout their studies. He was also named a Featured Reviewer in Computing Reviews (2006), further acknowledging his expertise and impact on the mathematical community. His global recognition is reflected in his extensive research collaborations with institutions across Europe, Asia, and the U.S.. Through these honors, he has established himself as a leading authority in symbolic computation, influencing mathematical research and its real-world applications.

Conclusion

Franz Winkler is an eminent mathematician, researcher, and academic leader whose contributions have shaped the field of symbolic computation and computer algebra. His work on Gröbner bases, differential elimination, and theorem proving has had far-reaching implications in both pure and applied mathematics. With a distinguished academic career spanning over four decades, he has mentored numerous researchers, led pioneering initiatives at RISC, and built international research networks. His prestigious awards and visiting professorships underscore his global influence. Even in his emeritus status, he remains a driving force in computational mathematics, continually advancing the field with innovative research. His legacy is one of intellectual leadership, groundbreaking research, and a lasting impact on the mathematical sciences.

Publications Top Noted