Muhammad Farhan | Mathematics | Best Researcher Award

Best Researcher Award

Muhammad Farhan — Yangzhou University

Muhammad Farhan
Affiliation Yangzhou University
Country Pakistan
Scopus ID 59432913900
Documents 41
Citations 477
h-index 11
Subject Area Mathematics
Event Top Teachers Awards
ORCID 0000-0002-2235-0015
Google Scholar IBTzbUAAAAJ

Muhammad Farhan is a mathematician and researcher affiliated with Yangzhou University whose work focuses on infectious disease dynamics, nonlinear mathematical systems, artificial intelligence integration, and computational epidemiology. His academic profile includes research contributions involving fractional-order differential equations, neural network frameworks, and data-driven disease modeling methodologies within applied mathematics and computational science.[1]

Abstract

This article summarizes the academic profile, scientific contributions, and research activities of Muhammad Farhan in the field of mathematics and computational disease modeling. His work combines nonlinear differential equations, stochastic artificial intelligence approaches, deep learning methodologies, and epidemiological simulations for infectious disease analysis and applied scientific computation.[2]

Keywords

Mathematics, infectious disease modeling, fractional differential equations, computational epidemiology, artificial intelligence, deep learning, neural networks, stochastic systems, nonlinear dynamics, numerical simulations.

Introduction

Muhammad Farhan has contributed to interdisciplinary mathematical research involving infectious disease transmission systems, computational analysis, and artificial intelligence-assisted scientific modeling. His studies integrate theoretical mathematics with numerical computation to investigate epidemiological behavior, stability analysis, and real-world disease dynamics using advanced computational frameworks.[3]

Research Profile

Farhan completed his doctoral studies in mathematics at Abdul Wali Khan University in 2024 following earlier graduate and undergraduate training in mathematical sciences. His academic specialization focuses on infectious disease dynamics, integer-order and fractional-order systems, neural computational frameworks, and data-driven epidemiological analysis.[1]

His professional experience includes research and teaching activities at Yangzhou University, Abdul Wali Khan University, and ANSI Institute of Management Sciences. These roles involved scientific research, mathematical instruction, computational modeling, and collaborative academic work in applied mathematics and engineering-related studies.[2]

Research Contributions

  • Development of mathematical models integrating fractional-order differential equations with disease-informed neural network methodologies for epidemiological analysis.
  • Application of artificial intelligence and deep learning techniques to infectious disease prediction, stability analysis, and nonlinear computational systems.
  • Research on computational frameworks for analyzing Chikungunya virus, Hepatitis B dynamics, cancer chemotherapy systems, and epidemic transmission structures.
  • Contribution to numerical simulation methods and data-driven mathematical approaches supporting modern computational epidemiology research.

Publications

Muhammad Farhan has published research on infectious disease modeling, neural network computation, fractional differential systems, and artificial intelligence-assisted epidemiological analysis. His studies in Results in Engineering, Computational Biology and Chemistry, and related journals examine nonlinear dynamics, deep learning frameworks, and mathematical simulations for complex biomedical and computational applications.[1] [2]

  • Farhan, M., Ling, Z., Ullah, S., Riaz, M.B., and Khan, M. “Advancing nonlinear dynamics of coffee berry disease through robust dual-network framework: Deep learning and random projection neural networks.” Results in Engineering. DOI: https://doi.org/10.1016/j.rineng.2026.110184
  • Farhan, M., Waseem, Thaljaoui, A., and Rahman, M. “Data-driven investigation of an epidemic model under saturated incidence rate using deep neural networks.” Journal of Applied Mathematics and Computing. https://link.springer.com/article/10.1007/s12190-025-02639-1
  • Farhan, M., Ling, Z., Ding, J., Shah, Z., and Dobrotă, R.D. “A novel fractional computational neural framework for analyzing cancer model under chemotherapy drug.” Computer Methods in Biomechanics and Biomedical Engineering. DOI: https://doi.org/10.1080/10255842.2025.2508227
  • Farhan, M., Ling, Z., Ullah, S., Mostafa, A.M., and AlQahtani, S.A. “A novel intelligent framework for assessing within-host transmission dynamics of Chikungunya virus using an unsupervised stochastic neural network approach.” Computational Biology and Chemistry. DOI: https://doi.org/10.1016/j.compbiolchem.2025.108380
  • Farhan, M., Ling, Z., Shah, Z., Islam, S., Alshehri, M.H., and Antonescu, E. “A multi-layer neural network approach for the stability analysis of the Hepatitis B model.” Computational Biology and Chemistry. DOI: https://doi.org/10.1016/j.compbiolchem.2024.108256

Research Impact

The research profile of Muhammad Farhan reflects active scholarly participation in computational mathematics, epidemiological modeling, and artificial intelligence applications. His Scopus metrics indicate consistent publication activity and citation performance within applied mathematical sciences and interdisciplinary computational research domains.[1]

Award Suitability

Muhammad Farhan’s academic profile demonstrates sustained engagement in mathematical research, scientific publication, computational innovation, and interdisciplinary collaboration. His contributions to infectious disease modeling and artificial intelligence-assisted mathematical analysis align with evaluation criteria commonly associated with academic recognition programs and research excellence initiatives.[2]

Conclusion

Muhammad Farhan has established a research profile centered on computational mathematics, infectious disease systems, and artificial intelligence methodologies. His scholarly publications, academic training, and interdisciplinary scientific activities contribute to ongoing developments in mathematical epidemiology and computational research applications.[3]

References

  1. Elsevier. (n.d.). Scopus author details: Muhammad Farhan, Author ID 59432913900. Scopus. https://www.scopus.com/authid/detail.uri?authorId=59432913900
  2. ORCID. (n.d.). Muhammad Farhan researcher profile and academic activities. https://orcid.org/0000-0002-2235-0015
  3. Farhan, M., Ling, Z., Shah, Z., Islam, S., Alshehri, M.H., and Antonescu, E. “A multi-layer neural network approach for the stability analysis of the Hepatitis B model.” Computational Biology and Chemistry. https://doi.org/10.1016/j.compbiolchem.2024.108256
  4. Farhan, M., Ling, Z., Ullah, S., Mostafa, A.M., and AlQahtani, S.A. “A novel intelligent framework for assessing within-host transmission dynamics of Chikungunya virus using an unsupervised stochastic neural network approach.” Computational Biology and Chemistry. https://doi.org/10.1016/j.compbiolchem.2025.108380
  5. Farhan, M., Ling, Z., Ullah, S., Riaz, M.B., and Khan, M. “Advancing nonlinear dynamics of coffee berry disease through robust dual-network framework: Deep learning and random projection neural networks.” Results in Engineering. https://doi.org/10.1016/j.rineng.2026.110184

Panagiotis Mangenakis | Mathematics | Innovative Research Award

Mr. Panagiotis Mangenakis | Mathematics | Innovative Research Award

Democritus University of Thrace | Greece

Mr. Panagiotis Mangenakis is a rapidly emerging researcher in the fields of fuzzy logic, fuzzy implications, fuzzy negations, and copula theory, known for advancing mathematically rigorous frameworks that bridge theoretical foundations with practical applications. His research focuses primarily on constructing novel classes of strict and strong fuzzy negations, two-branched fuzzy implications, and highly generalizable copula structures derived through innovative monotone and convex function compositions. He has contributed significantly to the mathematical analysis and systematic classification of fuzzy connections, providing new methodological pathways for the design, evaluation, and integration of fuzzy operators across analytical, computational, and decision-support applications. His work demonstrates strong originality, particularly in developing unified frameworks for fuzzy implications and copulas that enhance both modeling flexibility and interpretability in fuzzy systems. Mangenakis has published influential articles in reputable journals such as Mathematics, with growing citation visibility across major indexing platforms. His research output is supported by Scopus and Google Scholar citation records, which include peer-reviewed articles, conference contributions, and extended abstracts in international mathematics and applied-analysis events. Citation counts continue to rise, demonstrating increasing recognition of his theoretical contributions within the fuzzy-logic research community. His scholarly documents indexed in Scopus and Google Scholar further reflect early but steady academic impact, with developing h-index metrics that correspond to his growing presence in computational mathematics and fuzzy systems theory. As a researcher dedicated to innovative mathematical structures, he is a strong candidate for recognition such as the Innovative Research Award, particularly for his groundbreaking work in constructing unified frameworks in fuzzy implications and copulas, which has helped refine the understanding of functional composition in fuzzy-logic operators and inspired ongoing research in the broader field of uncertainty modeling.

Publication Profile

Orcid

Featured Publications

  • Mangenakis, P. G., & Papadopoulos, B. (2024). Innovative methods of constructing strict and strong fuzzy negations, fuzzy implications and new classes of copulas. Mathematics, 12(14), 2254.

  • Mangenakis, P., & Papadopoulos, B. K. (2025). A unified framework for constructing two-branched fuzzy implications and copulas via monotone and convex function composition. Mathematics, 13(22), 3604.

Monireh Nosrati Sahlan | Numerical analysis| Best Scholar Award

Assoc. Prof. Dr. Monireh Nosrati Sahlan
| Numerical analysis| Best Scholar Award

Academic staff at University of Bonab, Iran.

Dr. Monireh Nosrati Sahlan is an academic staff member at the University of Bonab, Iran. She specializes in [mention specific research areas if known], contributing to both teaching and research in her field. With a strong academic background, Dr. Nosrati Sahlan has been actively involved in publishing research, mentoring students, and advancing knowledge in her domain. Her expertise and dedication to academia have made her a valuable member of the University of Bonab’s faculty.

professional profiles📖

Google Scholar

Education 🎓

Dr. Monireh Nosrati Sahlan holds a Ph.D. in Numerical Analysis from Iran University of Science and Technology (2013), where she specialized in developing advanced numerical techniques. She earned her M.Sc. in Numerical Analysis from the same institution in 2009 and completed her B.Sc. in Mathematics at Shahid Madani University, Iran, in 2007. Her doctoral research focused on the application of Cubic B-Spline Wavelets for solving integral and integro-differential equations.

work Experience💼

Dr. Nosrati Sahlan is currently an Associate Professor in the Department of Mathematics and Computer Science at the University of Bonab, Iran. She has been actively involved in academia, contributing to research, teaching, and mentoring students in various fields of applied mathematics. She has extensive experience teaching undergraduate and graduate courses, including Calculus, Differential Equations, Numerical Analysis, Linear Algebra, Discrete Mathematics, Engineering Mathematics, and Wavelet Applications

Research Focus

Her research primarily revolves around numerical methods for solving differential and integral equations, wavelet analysis, fractional calculus, and mathematical modeling of real-world phenomena. She has made significant contributions to the mathematical study of complex systems, including HIV/AIDS transmission modeling, stability analysis of cancer treatment models, and boundary value problems involving fractional derivatives.

Awards & Honors🏆 

Dr. Nosrati Sahlan has been recognized for her outstanding contributions to applied mathematics and numerical analysis. She has received accolades for her research excellence and has been actively involved in collaborative projects with international scholars.

Through her dedication to research and education, Dr. Monireh Nosrati Sahlan continues to advance the field of applied mathematics while mentoring the next generation of mathematicians.

Conclusion✅

Highly Suitable for the Award: Based on her strong academic record, impactful publications, interdisciplinary applications, and teaching contributions, Dr. Nosrati  Sahlan is a strong contender for this award. Recommendations :Focus on increasing citation impact through collaborations with high-profile researchers. Expand practical applications of research in engineering, physics, and industry software. Seek international funding and collaborative research projects to enhance global recognition.

📚Publications to Noted

 

  • S. Ayadi, J. Alzabut, H. Afshari, M. Nosrati Sahlan (2024). “Existence of Solutions for p(x)-Laplacian Elliptic BVPs on a Variable Sobolev Space Via Fixed Point Theorems.” Qualitative Theory of Dynamical Systems, 23(4), 195.

  • Y. Wu, M. Nosrati Sahlan, H. Afshari, M. Atapour, A. Mohammadzadeh (2024). “On the existence, uniqueness, stability, and numerical aspects for a novel mathematical model of HIV/AIDS transmission by a fractal fractional order derivative.” Journal of Inequalities and Applications, 2024(1), 36.

  • H. Mohammadpoor, N. Eghbali, L. Sajedi, M. Nosrati Sahlan (2024). “Stability analysis of fractional order breast cancer model in chemotherapy patients with cardiotoxicity by applying LADM.” Advances in Continuous and Discrete Models, 2024(1), 6.

  • H. Afshari, M. Nosrati Sahlan (2024). “The existence of solutions for some new boundary value problems involving the -derivative operator in quasi–metric and -metric-like spaces.” Letters in Nonlinear Analysis and its Applications, 2(1).

  • H. Afshari, V. Roomi, M. Nosrati Sahlan (2023). “Existence and uniqueness for a fractional differential equation involving Atangana-Baleanu derivative by using a new contraction.” Letters in Nonlinear Analysis and its Applications, 1(2).

  • M. Nosrati Sahlan, H. Afshari (2023). “Triangular functions in solving weakly singular Volterra integral equations.” Advances in the Theory of Nonlinear Analysis and its Application, 7(1), 195-204.

  • M. Nosrati Sahlan, H. Afshari (2022). “Lucas polynomials based spectral methods for solving the fractional order electrohydrodynamics flow model.” Communications in Nonlinear Science and Numerical Simulation, 107, 106108.