SUNDAY ADESINA ADEBISI | Mathematics | Excellence in Academia Award

Excellence in Academia Award

Sunday Adesina Adebisi
University of Lagos,Nigeria

Sunday Adesina Adebisi
Affiliation University of Lagos
Country Nigeria
Scopus ID 58034081700
Documents 4
Citations 6
h-index 2
Subject Area Mathematics
Event International Academic Excellence Awards
ORCID 0000-0003-3766-0910

Sunday Adesina Adebisi, affiliated with the University of Lagos, Nigeria, is a mathematics researcher whose listed publications address neutrosophic mathematics, algebraic structures, fuzzy subgroup theory and multicriteria decision-making. His research record reflects engagement with mathematical frameworks and their potential applications in theoretical and applied problems. This profile presents his documented scholarly contributions and research indicators in connection with the International Academic Excellence Awards.

Abstract

Sunday Adesina Adebisi’s research profile encompasses mathematical investigations involving neutrosophic differential equations, integration principles, fuzzy algebraic systems and decision-making methodologies. His listed publications demonstrate an interest in extending mathematical concepts to generalized structures and addressing problems involving uncertainty. The research record includes four documents, six citations and an h-index of two, according to the supplied Scopus profile information. These indicators provide a quantitative overview of his documented research activity. His work contributes to ongoing scholarly discussions in mathematical theory and its interdisciplinary applications. [1]

Keywords

Mathematics, neutrosophic mathematics, neutrosophic differential equations, fuzzy subgroups, algebraic structures, BCI and BCK algebras, multicriteria decision-making, plithogenic hypersoft sets, mathematical modeling, uncertainty theory.

Introduction

Mathematics provides foundational methods for understanding abstract structures, quantitative relationships and complex systems. Contemporary mathematical research increasingly explores generalized frameworks that accommodate uncertainty, imprecision and interconnected variables. Neutrosophic mathematics and fuzzy algebra are examples of approaches developed to investigate such problems.

Within this broader research environment, Adebisi’s listed publications address several related mathematical themes. His academic affiliation with the University of Lagos situates his research within Nigeria’s higher education and research community. His publication record offers evidence of engagement with contemporary mathematical questions and developing theoretical approaches. [2]

Research Profile

Adebisi’s identified subject area is Mathematics. His research interests, as reflected in the supplied publication titles, include generalized neutrosophic systems, differential equations, integral operations, algebraic structures and mathematical decision-making. These topics connect theoretical mathematical development with frameworks that can represent complex relationships and uncertain information.

His academic profile is associated with the University of Lagos, while his ORCID and Scopus identifiers provide persistent links for researcher identification and bibliographic discovery. [1] [2]

Research Contributions

The listed research contributions cover multiple areas of mathematical inquiry, including:

  • Neutrosophic differential equations and their application to exponential growth and decay modeling.
  • Regulatory principles associated with generalized neutrosophic integrals and their operational outcomes.
  • Refinements of neutrosophic BCI and BCK algebraic structures.
  • Fuzzy subgroup investigations involving p-groups and algebraic order.
  • Plithogenic hypersoft sets applied to multicriteria cryptocurrency investment decisions.

Together, these subjects illustrate an interdisciplinary mathematical orientation that connects abstract theory, generalized uncertainty representations and decision-support methodologies. [3]

Publications

The supplied publication record identifies the following five research works:

  1. The Generic and Generalized Neutrosophic Differential Equations for Modeling the Exponential Growth and Decay Process (2026). Advances in Neutrosophic Mathematics and Informatics. https://doi.org/10.64060/ANMIV1i32
  2. The Regulatory Principles Involved in the New Neutrosophic Integrals and Their Operational Outcomes (2026). Advances in Neutrosophic Mathematics and Informatics. https://doi.org/10.64060/ANMI1V1i2
  3. The New Refinements Associated with the Contemporary Neutrosophic BCI and the BCK Algebras (2026). Preprint. https://doi.org/10.2139/ssrn.7167174
  4. The Fuzzy Subgroups for the p-groups of an n Power Order of Four for Any Integer n not Less than Three (2025). Multicriteria Algorithms with Applications. https://doi.org/10.61356/j.mawa.2025.6441
  5. Optimizing Cryptocurrency Investment Decisions Using Plithogenic Hypersoft Sets in MCDM (2024). Plithogenic Logic and Computation. https://doi.org/10.61356/j.plc.2024.2433

These works span theoretical mathematics, algebraic investigation and applied decision-making. Publication details and bibliographic records can be accessed through their respective DOI links. [3] [4]

Research Impact

The supplied bibliometric indicators record four documents, six citations and an h-index of two. These figures provide a snapshot of the researcher’s indexed scholarly output and citation activity. Citation indicators should be interpreted in relation to publication dates, subject-area practices and the development of an academic career rather than as standalone measures of research quality.

The range of publication topics indicates engagement with mathematical concepts that may support further theoretical exploration and interdisciplinary applications. [1]

Award Suitability

The Excellence in Academia Award recognizes academic engagement, research contributions and scholarly development. Adebisi’s documented publications, mathematical subject specialization and indexed research activity provide relevant material for consideration within an academic recognition framework. His work across neutrosophic mathematics, fuzzy algebra and decision-making reflects a varied research portfolio.

The International Academic Excellence Awards provides a platform for recognizing researchers across academic disciplines. Award recognition should be understood in the context of the event’s eligibility requirements and assessment procedures.

Conclusion

Sunday Adesina Adebisi’s research profile highlights scholarly activity in mathematics, particularly in neutrosophic systems, algebraic structures, fuzzy subgroup theory and multicriteria decision-making. His listed publications demonstrate engagement with both theoretical and applied mathematical questions. Through his affiliation with the University of Lagos and his indexed research record, he contributes to the wider academic landscape. The Excellence in Academia Award provides an opportunity to acknowledge this documented research engagement as part of the International Academic Excellence Awards.

References

  1. Elsevier. (n.d.). Scopus author details: Sunday Adesina Adebisi, Author ID 58034081700. Scopus.
    https://www.scopus.com/authid/detail.uri?authorId=58034081700
  2. ORCID. (n.d.). Sunday Adesina Adebisi – Researcher Identifier.
    https://orcid.org/0000-0003-3766-0910
  3. Advances in Neutrosophic Mathematics and Informatics. (2026). The Generic and Generalized Neutrosophic Differential Equations for Modeling the Exponential Growth and Decay Process.
    https://doi.org/10.64060/ANMIV1i32
  4. Advances in Neutrosophic Mathematics and Informatics. (2026). The Regulatory Principles Involved in the New Neutrosophic Integrals and Their Operational Outcomes.
    https://doi.org/10.64060/ANMI1V1i2
  5. Social Science Research Network. (2026). The New Refinements Associated with the Contemporary Neutrosophic BCI and the BCK Algebras.
    https://doi.org/10.2139/ssrn.7167174
  6. Multicriteria Algorithms with Applications. (2025). The Fuzzy Subgroups for the p-groups of an n Power Order of Four for Any Integer n not Less than Three.
    https://doi.org/10.61356/j.mawa.2025.6441
  7. Plithogenic Logic and Computation. (2024). Optimizing Cryptocurrency Investment Decisions Using Plithogenic Hypersoft Sets in MCDM.
    https://doi.org/10.61356/j.plc.2024.2433

Petroula Mavrikiou | Mathematics | Best Researcher Award

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

Scopus | Orcid | Google Scholar

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.