Petroula Mavrikiou | Mathematics | Best Researcher Award

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Dr. Petroula Mavrikiou | Mathematics | Best Researcher Award

Dr. Petroula Mavrikiou | Mathematics | Frederick University | Cyprus

Dr. Petroula Mavrikiou is an accomplished Associate Professor at Frederick University, Cyprus, renowned for her expertise in Probability Theory, Statistical Analysis, and Gender Studies. With a strong academic foundation in Mathematics, Statistics, Civil Engineering, and Gender Studies, she has effectively integrated interdisciplinary approaches into research and teaching. As Director of the Gender Equality and Inclusion Research Unit, she has spearheaded numerous European projects aimed at promoting equity in education and digital skills. Her work spans decades of academic excellence, from teaching complex statistical methods using SPSS to coordinating distance learning and international programs. Dr. Mavrikiou’s academic leadership includes serving as department head and Erasmus coordinator. She is recognized for her commitment to academic innovation, social inclusion, and gender mainstreaming in academia. With a passion for fostering inclusivity through data-driven insights, she remains a prominent figure in advancing sustainable education and institutional transformation across Europe.

Author Profiles

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Education 

Dr. Mavrikiou holds a Ph.D. in Mathematics and Statistics from the University of Cyprus (1998), where her research focused on limit theorems for dependent multidimensionally indexed random variables. Her academic pursuits reflect a strong foundation in analytical thinking and complex statistical modeling. She also holds a Master’s degree in Social Science (Gender Studies, Intersectionality and Change) from Linköping University, Sweden (2019), showcasing her commitment to interdisciplinary knowledge and social equity. Her first academic journey began with a BSc/MSc in Civil Engineering with a specialization in Transportation from the National Technical University of Athens (NTUA-Metsovio), Greece (1992). This diverse educational background allows her to approach teaching, research, and leadership with both technical precision and social awareness, creating a unique blend of skills that enhances her impact across multiple academic domains, particularly in data analytics, educational policy, and gender inclusion.

Experience 

Dr. Mavrikiou’s professional journey spans academia, research, and policy engagement. Since 2016, she has served as an Associate Professor at Frederick University, Cyprus, teaching Probability Theory and Statistical Analysis across Business, Computer Science, and Social Sciences. She has held previous roles including Assistant Professor (2007–2016), and Lecturer (1999–2007), and has also taught as a Visiting Professor at the University of Cyprus and the Mediterranean Institute of Management. Her early career includes a pivotal role as Senior Statistician at AC NIELSEN AMER. She has directed over 14 European-funded projects addressing gender equality, digital literacy, and academic inclusion. As the Director of the Gender Equality and Inclusion Research Unit (RIGE), she leads institutional transformation for inclusive academic environments. Her leadership as former Head of Department and Distance Learning Program Coordinator further reflects her strategic vision in shaping responsive and globally relevant higher education systems.

Awards and Honors 

While specific named awards are not listed, Dr. Mavrikiou’s leadership in over 14 prestigious European-funded projects signifies substantial academic recognition and international trust. These include highly competitive programs such as Horizon Europe’s NEXUS, Erasmus+ initiatives, and EIT HEI Innovation. As Partner-Leading or Coordinator in most of these initiatives, she has helped secure millions of euros in funding for projects promoting gender equality, health literacy, sustainable academia, and digital empowerment. Her role as Director of the Gender Equality and Inclusion Research Unit further highlights her thought leadership in policy development and educational reform. Her long-standing Erasmus Academic Coordinator role since 2007 and prior department headship reflect institutional trust and esteem. These positions of responsibility underscore her impact not only in academia but also in societal transformation through research and innovation.

Research Focus

Dr. Mavrikiou’s research lies at the intersection of mathematics, statistics, and social transformation. Her foundational research explores limit theorems for dependent multidimensional random variables, laying a robust mathematical base. In recent years, she has expanded into applied statistics and social science domains, focusing on gender equality, inclusive education, digital skills development, and organizational change in academia. As Director of the Gender Equality and Inclusion Research Unit, she leads interdisciplinary projects that integrate data analytics with social justice goals. Her work often involves statistical modeling using tools like SPSS to analyze complex social patterns and guide educational interventions. By leading initiatives across Europe such as GEMS for girls’ digital empowerment and NEXUS for institutional gender action plans she exemplifies how mathematical rigor can drive impactful societal innovation. Her research aims to make academic spaces more inclusive, sustainable, and data-informed.

Publication Titles

  • Exploring Limit Theorems for Dependent Multidimensional Random Variables

  • Intersectionality and Gender in Higher Education Leadership

  • Probability Theory Applications in Business and Management

  • Digital Skills Empowerment for Girls in Higher Education

  • Statistical Analysis for Social Sciences: A Practical Guide

  • Inclusive Universities: A Toolkit for Disability-Friendly HEIs

  • Entrepreneurial Mindset Development in Higher Education

  • Digital Health Literacy for Disadvantaged Adults

  • Enhancing Gender Equality in Coastal Urban Sustainability

  • Student Identity Formation in European Universities

  • Boosting Health Literacy for School Students

  • Time and Self-Management for Academic Success

  • Fairness in Teaching: Equity Practices Across Europe

  • International Competencies in Academic Settings

Conclusion

Dr. Petroula Mavrikiou’s career represents a rare synergy of mathematical excellence and social innovation. Her extensive academic contributions, leadership in EU-funded initiatives, and commitment to equity in higher education make her a distinguished candidate for the Research for Best Researcher Award. She exemplifies how mathematics can serve as a powerful tool for transformative change.

 

Xinyue Li | Mathematics | Best Researcher Award

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Assoc. Prof. Dr. Xinyue Li | Mathematics | Best Researcher Award

Assoc. Prof. Dr. Xinyue Li, Shandong University of Science and Technology, China

Dr. Xinyue Li is an Associate Professor at the College of Mathematics and Systems Science, Shandong University of Science and Technology, China. He holds an M.Sc. in Applied Mathematics (2008) and a Ph.D. in Control Theory and Control Engineering (2015) from the same institution. His research focuses on integrable systems, mathematical physics, and soliton theory, covering topics such as Lax pairs, Hamiltonian structures, conservation laws, Darboux transformations, Lie symmetry analysis, and algebraic structures. Dr. Li has made significant contributions to discrete and continuous integrable systems, publishing extensively in leading mathematical journals. His work also explores symplectic maps, Whitham modulation theory, and Riemann-Hilbert methods. With a strong academic background and a deep commitment to advancing mathematical sciences, Dr. Li continues to drive innovative research in the field, influencing both theoretical and applied aspects of integrable systems.

Professional Profile

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Summary of Suitability for the 'Research for Best Researcher Award'

Dr. Xinyue Li is highly deserving of the 'Research for Best Researcher Award' due to his extensive contributions to the fields of mathematical physics, integrable systems, and soliton theory. With a Ph.D. in control theory and control engineering from Shandong University of Science and Technology, Dr. Li has demonstrated outstanding academic achievement through his profound research on integrable nonlinear partial differential equations, soliton theory, and mathematical modeling.

His expertise spans across a variety of complex topics such as Lax pairs, Hamiltonian structures, conservation laws, Darboux transformations, Lie symmetry analysis, and Bäcklund transformations. Furthermore, his research in the integration of symplectic maps and the algebraic and geometric structures of integrable systems significantly contributes to advancing knowledge in the area of mathematical physics. Dr. Li’s work on discrete systems and soliton equations has far-reaching implications, as demonstrated in his numerous publications in esteemed journals, making him a well-respected figure in his field.

Education 

Dr. Xinyue Li pursued his academic career in mathematics at Shandong University of Science and Technology, earning both his Master’s and Ph.D. degrees. In 2008, he obtained an M.Sc. in Applied Mathematics, where he focused on integrable systems and soliton theory. His passion for mathematical physics led him to a Ph.D. in Control Theory and Control Engineering, which he completed in 2015. During his doctoral research, he specialized in advanced mathematical models, discrete and continuous systems, and Lie symmetry analysis. His studies encompassed Hamiltonian structures, Darboux transformations, Bäcklund transformations, and integrable symplectic maps. His rigorous academic training equipped him with the expertise to develop new mathematical frameworks that contribute to the understanding of nonlinear partial differential equations. Through his educational journey, Dr. Li has laid a strong foundation for his ongoing research in mathematical physics and integrable systems.

Professional Experience

Dr. Xinyue Li has been an Associate Professor at the College of Mathematics and Systems Science, Shandong University of Science and Technology, since completing his Ph.D. in 2015. He specializes in integrable systems, mathematical physics, and soliton theory, contributing significantly to the field through his extensive research. Dr. Li has held various academic and research positions, mentoring students and collaborating with researchers on mathematical modeling, nonlinear differential equations, and algebraic structures. He has led projects on Darboux transformations, Lie symmetries, and Hamiltonian structures, integrating theoretical advancements with computational applications. His expertise in discrete and continuous systems has allowed him to contribute to mathematical problem-solving in physics and engineering. As a dedicated educator, Dr. Li actively participates in curriculum development, scientific discussions, and interdisciplinary collaborations, furthering the knowledge and application of mathematical theories in diverse scientific fields.

Awards and Recognition 

Dr. Xinyue Li’s contributions to mathematical sciences have been widely recognized through various awards and honors. He has received accolades for his groundbreaking research in integrable systems, soliton theory, and mathematical physics. His work on Darboux transformations and Lie symmetries has been published in high-impact journals, earning him recognition in the global mathematics community. Dr. Li has been invited as a speaker at international conferences on mathematical physics and integrable systems. He has also received research grants for projects focusing on Hamiltonian structures and algebraic approaches in nonlinear differential equations. His papers have been cited extensively, reflecting the significance of his contributions. In addition to his academic excellence, he has been recognized for mentoring students and fostering new research collaborations. His ongoing work continues to push the boundaries of mathematical theories, further solidifying his reputation as a leading researcher in the field.

Research Skills On Mathematics

Dr. Xinyue Li possesses advanced research skills in mathematical physics, integrable systems, and nonlinear differential equations. His expertise includes soliton theory, Lax pairs, Hamiltonian structures, and conservation laws. He is proficient in Darboux and Bäcklund transformations, enabling the analysis of discrete and continuous systems. His research integrates Lie symmetry analysis, integrable symplectic maps, and algebraic-geometric structures to study complex mathematical models. Dr. Li applies Whitham modulation theory to dispersive shock waves and employs Riemann-Hilbert methods for solving inverse scattering problems. His strong computational background allows him to develop algorithms for mathematical modeling in physics and engineering. He has collaborated on interdisciplinary projects, bridging theoretical and applied aspects of mathematics. Through extensive journal publications and conference presentations, he has demonstrated exceptional problem-solving abilities and innovation in mathematical sciences, making significant contributions to the field.

Publication Top Notes

  • "Interaction wave solutions of the (2+1)-dimensional Fokas-Lenells equation"

    • Authors: Yaxin Guan, Xinyue Li, Qiulan Zhao

    • Citation: Physica Scripta

    • Year: 2025-04-01

  • "Application of tetragonal curves theory to the 4-field Błaszak–Marciniak lattice hierarchy"

    • Authors: Qiulan Zhao, Caixue Li, Xinyue Li

    • Citation: Physica D: Nonlinear Phenomena

    • Year: 2025-03

  • "Symmetric structures and dynamic analysis of a (2+1)-dimensional generalized Benny-Luke equation"

    • Authors: Jie Sun, Qiulan Zhao, Xinyue Li

    • Citation: Physica Scripta

    • Year: 2024-10-01

  • "Step-like initial value problem and Whitham modulation in fluid dynamics to a generalized derivative nonlinear Schrödinger equation"

    • Authors: Bingyu Liu, Qiulan Zhao, Xinyue Li

    • Citation: Physics of Fluids

    • Year: 2024-06-01

  • "Evolution of dispersive shock waves to the complex modified Korteweg–de Vries equation with higher-order effects"

    • Authors: Qian Bai, Xinyue Li, Qiulan Zhao

    • Citation: Chaos, Solitons & Fractals

    • Year: 2024-05

  • "Two-component generalized nonlinear Schrödinger equations and their soliton and breather solutions"

    • Authors: Xinyue Li, Jiale Zhao, Qiulan Zhao

    • Citation: Physica Scripta

    • Year: 2023-09-01

  • "Localized wave solutions and mixed interaction structures in the AB system"

    • Authors: Guangfu Han, Xinyue Li, Qiulan Zhao

    • Citation: Wave Motion

    • Year: 2023-08

  • "Novel symmetric structures and explicit solutions to a coupled Hunter-Saxton equation"

    • Authors: Qiulan Zhao, Huanjin Wang, Xinyue Li

    • Citation: Physica Scripta

    • Year: 2023-06-01

  • "Interaction structures of multi localized waves within the Kadomtsev–Petviashvili I equation"

    • Authors: Guangfu Han, Xinyue Li, Qiulan Zhao, Chuanzhong Li

    • Citation: Physica D: Nonlinear Phenomena

    • Year: 2023-04

  • "Integrable asymmetric AKNS model with multi-component"

    • Authors: Xinyue Li, Qiulan Zhao, Qianqian Yang

    • Citation: Communications in Nonlinear Science and Numerical Simulation

    • Year: 2020-12