Rawane Mansour | Mathematics | Research Excellence Award

Published on by Innovation Technologist

Ms. Rawane Mansour | Mathematics | Research Excellence Award

PHD Student | University of Perpignan – Domitian | France

Ms. Rawane Mansour is a PhD researcher in applied mathematics and computational mechanics, focusing on the mathematical and numerical modeling of contact, adhesion, and friction under large deformations. Her work addresses nonlinear solid mechanics problems involving plasticity, hyperelastic and viscoelastic materials, with applications to biomedical stent–artery interactions. She integrates rigorous variational and energy-consistent formulations with advanced numerical techniques, including finite element methods and semi-smooth Newton–type solvers. Her research has led to multiple peer-reviewed journal publications, reflecting strong contributions to theoretical analysis, numerical discretization, and computational simulation in modern mechanics.

View Orcid Profile

Featured Publications

Jihad Souissi | Orthogonal Polynomials | Young Scientist Award

Published on by Innovation Technologist

Prof. Jihad Souissi | Orthogonal Polynomials | Young Scientist Award

Faculty of Sciences at Gabes | Tunisia

Prof. Jihad Souissi is a mathematician specializing in orthogonal polynomials, semi-classical structures, and operator-based characterizations, with particular expertise in Dunkl and q-Dunkl operators. His research advances the analytic and algebraic understanding of classical, semi-classical, and q-orthogonal polynomial families through raising and lowering operators, structure relations, differential and difference equations, and operator transformations. He has authored numerous peer-reviewed publications across high-ranking journals, contributing new theoretical frameworks for polynomial characterization, zero-centroid analysis, Appell and q-Appell structures, coherent pairs, and connections between major orthogonal polynomial sequences such as Laguerre, Jacobi, Hermite, and ultraspherical polynomials. His work also explores applications of operator methods to problems in mathematical physics, including boundary-flux control and Stefan-type free boundary problems. In addition to published research, he has produced several preprints expanding semi-classical theory and Dunkl-based formulations. He has presented his findings at international mathematical conferences and seminars and co-edited a scholarly book on orthogonal polynomials and Dunkl operators. Prof. Souissi also serves as a reviewer for multiple international journals, reflecting his active engagement in the global mathematical research community.

Profiles: Scopus | Orcid | Google Scholar

Featured Publications

Souissi, J. (2025). New findings on zero centroids in semi-classical orthogonal polynomials of class one. Annali dell’Universita di Ferrara. Advance online publication.

Alanezy, K. A., & Souissi, J. (2025). Optimal boundary-flux control of a sharp moving interface in the classical two-phase Stefan problem. Axioms, 14(11), Article 840.

Souissi, J., Alaya, M., & Aloui, B. (2025).Ultraspherical polynomials and Hahn’s theorem with respect to a raising operator. Bulletin of the Belgian Mathematical Society – Simon Stevin.

Srivastava, H. M., Souissi, J., & Aloui, B. (2025). Structure relation of the symmetric q-Dunkl-classical orthogonal q-polynomials. Mathematical Methods in the Applied Sciences.

Alanezy, K. A., & Souissi, J. (2025). A Hahn-type characterization of generalized Hermite polynomials through a Dunkl-based raising operator. Mathematics, 13(21), Article 3371.

Calvin Tcheka | Mathematics | Distinguished Scientist Award

Published on by Innovation Technologist

Assist. Prof. Dr. Calvin Tcheka | Mathematics | Distinguished Scientist Award

Professor at University of Dschang, Cameroon

Dr. Calvin Tcheka is a Cameroonian mathematician and Associate Professor at the University of Dschang, where he serves in the Department of Mathematics and Computer Science. With a specialization in Algebraic Topology and Geometry, his academic pursuits bridge pure mathematics with practical applications, particularly in the fields of string theory, network coding, Leibniz algebras, and operads. Over the past decade, he has built a solid reputation through peer-reviewed publications, collaborative international research, PhD supervision, and active participation in the global mathematical community.

Publication Profile 

Scopus

Educational Background 🎓

Dr. Tcheka’s academic journey began at the University of Yaoundé I, where he earned his Bachelor’s degree in Mathematics in 1992. He went on to complete his Master’s degrees in 1993 and 2003. He later earned his Ph.D. in Mathematics in 2009 through a joint program between the University of Yaoundé I and the University of Angers in France. His doctoral studies laid the foundation for his research in homotopy theory and algebraic structures.

Professional Experience 💼

With nearly three decades of academic service, Dr. Tcheka has held several teaching and research roles. From 1995 to 2005, he worked as a Mathematics teacher at the Higher Government School. He then joined the University of Dschang as an Assistant Lecturer in 2005, progressed to Lecturer in 2010, and became an Associate Professor in 2020. In each role, he has combined teaching, supervision, and research, contributing significantly to the mathematical development of the university.

Research Interests 🔬

Dr. Tcheka’s research interests are both theoretical and application-oriented. His core areas include Algebraic Topology, Geometry, and Algebra, particularly focusing on Leibniz algebras, operads, and homotopy theory. He also explores modern applications of topology in cryptography and network coding, as well as the theoretical foundations of string theory. His interdisciplinary research spans pure mathematics and computational theory, often bridging abstract structures with real-world problems.

Awards and Honors🏆✨

Dr. Tcheka is a respected member of the Franco-African International Research Network in Mathematics since 2020 and an ordinary member of the International Center for Pure and Applied Mathematics (CIMPA) since 2021. He has also played leadership roles in the organization of significant international mathematical conferences, including chairing the local organizing committee of the CIMPA School on Topology and Geometry in 2018. His collaborations span leading institutions in France, Belgium, Iran, and the USA, reflecting his broad academic influence and international recognition.

Conclusion🌟

Dr. Calvin Tcheka exemplifies scholarly excellence and leadership in the mathematical sciences. His consistent publication record, international collaborations, and dedicated supervision of PhD students demonstrate a deep commitment to advancing knowledge and mentoring the next generation of mathematicians. His work not only strengthens Cameroon’s academic landscape but also contributes meaningfully to the global mathematical community.

Publications 📚

  1. 🧠 C. Tcheka, A. Kamgam Dayo & G. R. Biyogmam
    “(TLie)-Leibniz algebras and related properties”
    Algebra and Discrete Mathematics, Vol. 36(2), 2023, pp. 243–256
    🔗 DOI: 10.12958/adm2049

  2. 🔐 S. Gomez Nyamssi, E. Foutsa & C. Tcheka
    “First optimal ate pairing for cyclotomic sparse families of pairing-friendly elliptic curves with embedding degree k=5, 7”
    Discrete Mathematics Algorithms and Applications, 2023
    🔗 DOI: 10.1142/S179380923500544

  3. 🧮 G. R. Biyogmam, C. Tcheka & D. R. Kamgam
    “Some properties of ID*-nLiederivations of Leibniz algebras”
    Asian-European Journal of Mathematics, 2021
    🔗 DOI: 10.1142/S1793557122500541

  4. 📝 G. R. Biyogmam & C. Tcheka
    “A note on outer derivations of Leibniz algebras”
    Communications in Algebra, Vol. 49(5), 2021

  5. 🧬 C. Tcheka
    “Cohomology Operations and π-Strongly Homotopy Commutative Hopf Algebra”
    Pure and Applied Mathematics Journal, Vol. 9(2), 2020, pp. 37–45

  6. 🧠 G. R. Biyogmam & C. Tcheka
    “Leibniz algebras with absolute maximal Lie subalgebras”
    Algebra and Discrete Mathematics, Vol. 29(1), 2020, pp. 52–65

  7. 🔄 G. Biyogmam, S. Tchamna Kouna & C. Tcheka
    “From quotient trigroups to groups”
    Quasigroups and Related Systems, Vol. 28, 2020, pp. 29–41

  8. 🔗 C. Tcheka
    “An Algebra Structure on the Hochschild Homology of a Simply Connected Topological Space”
    Algebra Colloquium, Vol. 26(3), 2019, pp. 425–436

  9. 🧩 B. Ndombol & C. Tcheka
    “An application of semi-free resolutions”
    Journal of Homotopy and Related Structures, Vol. 13, 2018, pp. 385–394

  10. 🌐 M. A. Nguemo & C. Tcheka
    “Sheaf Cohomology on Network Codings: Maxflow-Mincut Theorem”
    Applied General Topology, Vol. 18(2), 2017, pp. 219–230

 

 

 

 

Sabastine Emmanuel | Computational Mathematics | Best Researcher Award

Published on by Innovation Technologist

Dr. Sabastine Emmanuel | Computational Mathematics | Best Researcher Award

Lecturer at Universiti Sains Malaysia/Federal University Lokoja, Malaysia.

Dr. Sabastine Emmanuel is a Nigerian mathematician and lecturer at Federal University Lokoja with strong academic and pedagogical foundations in applied mathematics. He specializes in numerical methods and has contributed to undergraduate research in the fields of differential equations and computational methods. With over a decade of teaching experience, he is committed to nurturing mathematical skills and problem-solving capabilities in his students.

Publication Profile 

Scopus

Orcid

Google Scholar

Educational Background 🎓

  • M.Sc. Mathematics, University of Ilorin, Ilorin, Nigeria (2015)

  • B.Sc. Mathematics, Nasarawa State University, Keffi, Nigeria (2010)

Professional Experience 💼

Dr. Sabastine Emmanuel is a dedicated academic professional currently serving as a Lecturer II in the Department of Mathematics at Federal University Lokoja, Kogi State, Nigeria, a position he has held since October 2018. He began his academic career at the same university as a Graduate Assistant in December 2012, and was later promoted to Assistant Lecturer in March 2015. Before joining academia, he gained teaching experience during his NYSC program at Victory Comprehensive College, Ondo, and also served as a classroom teacher at World Islamic College, Akwanga. Over the years, Dr. Emmanuel has taught a broad range of undergraduate mathematics courses, including Numerical Analysis, Discrete Mathematics, Differential Equations, Operations Research, and FORTRAN Programming. He has supervised several undergraduate research projects, focusing on numerical methods and mathematical modeling.

Research Interests 🔬

Dr. Emmanuel’s research interests lie primarily in Numerical Analysis, Differential Equations, Computational Mathematics, and Mathematical Modeling. He is particularly focused on the development and analysis of numerical techniques for solving ordinary and partial differential equations, integro-differential equations, and nonlinear mathematical problems. He is also interested in optimization methods including swarm intelligence and evolutionary algorithms.

Publications 📚

1. Multi-derivative Hybrid Block Methods for Singular Initial Value Problems with Application

Authors: S. Emmanuel, S. Sathasivam, M. O. Ogunniran

Journal: Scientific African

Volume: 24

Article ID: e02141

Year: 2024

Citations: 5

Summary: This study proposes and applies new multi-derivative hybrid block numerical methods to solve singular initial value problems (SIVPs), which are challenging due to their singular nature at the initial point. The paper demonstrates the method’s robustness and accuracy through theoretical analysis and computational experiments.

2. Estimating Nonlinear Regression Parameters Using Particle Swarm Optimization and Genetic Algorithm

Authors: S. Emmanuel, I. Okoye, C. Ezenweke, D. Shobanke, I. Adeniyi

Journal: FUDMA Journal of Sciences

Volume: 6, Issue: 6

Pages: 202–213

Year: 2022

Citations: 5

Summary: This paper compares the performance of two population-based optimization techniques—Particle Swarm Optimization (PSO) and Genetic Algorithm (GA)—in estimating parameters of nonlinear regression models. It provides insight into their convergence behavior, computational efficiency, and estimation accuracy.

3. Uniform Order Legendre Approach for Continuous Hybrid Block Methods for the Solution of First Order Ordinary Differential Equations

Authors: N. S. Yakusak, S. Emmanuel, M. O. Ogunniran

Journal: IOSR Journal of Mathematics

Volume: 11, Issue: 1

Pages: 09–14

Year: 2015

Citations: 5

Summary: The study presents a uniform order Legendre polynomial-based hybrid block method for solving first-order ODEs. The approach enhances solution accuracy and stability through continuous integration strategies and uniform convergence analysis.

4. Mathematical Modeling of Corruption Dynamics: Examining the Reintegration of Formerly Corrupt Individuals

Authors: R. S. Isa, S. Emmanuel, N. T. Danat, S. H. Tsok

Journal: FUDMA Journal of Sciences

Volume: 7, Issue: 4

Pages: 1–13

Year: 2023

Citations: 4

Summary: This paper develops a compartmental mathematical model to analyze the dynamics of corruption in society, with particular attention to the reintegration of previously corrupt individuals. It evaluates control strategies and potential reintegration policies using system stability analysis and simulations.

5. Estimating the Transmission Dynamics of Dengue Fever in Subtropical Malaysia Using SEIR Model

Authors: S. Emmanuel, S. Sathasivam, M. K. M. Ali, T. J. Kee, Y. S. Ling

Journal: Journal of Quality Measurement and Analysis (JQMA)

Volume: 19, Issue: 2

Pages: 45–56

Year: 2023

Citations: 4

Summary: Using the SEIR (Susceptible-Exposed-Infectious-Recovered) epidemiological model, this study simulates the spread of dengue fever in Malaysia. The authors analyze transmission rates, recovery parameters, and control measures to better understand the disease dynamics and support public health interventions.

Conclusion

Dr. Sabastine Emmanuel stands out as a dedicated, innovative, and steadily emerging researcher in the field of Computational Mathematics. His expertise in numerical methods, optimization algorithms, and real-world mathematical modeling places him among the rising scholars contributing to impactful and interdisciplinary research.

His balanced academic profile, which includes strong pedagogical engagement, peer-reviewed publications, and applications in public health and socio-economic systems, aligns well with the goals of a “Best Researcher Award”—especially one focused on innovative applied mathematics.

 

 

Latha Maheswari M | Mathematics | Best Researcher Award

Published on by Innovation Technologist

Dr. Latha Maheswari M | Mathematics | Best Researcher Award

Associate Professor & Dean at PSG College of Arts & Science, India

Dr. M. Latha Maheswari is an Associate Professor & Dean at the School of Computational Mathematics, PSG College of Arts & Science, Coimbatore. She specializes in fractional differential equations, impulsive differential equations, delay differential equations, and stochastic differential equations. With over two decades of academic experience, she has guided Ph.D. and M.Phil. scholars, undertaken funded research projects, and contributed significantly to applied mathematics research.

Publication Profile 

Scopus

Orcid

Educational Background 🎓

  • Ph.D. (2014) – Bharathiar University, Coimbatore
  • M.Sc. (Yoga) (2020) – Bharathidasan University, Trichy
  • M.Phil. (1996) – Madurai Kamaraj University, Madurai
  • M.Sc. (1995) – Madurai Kamaraj University, Madurai
  • B.Sc. (1993) – Madurai Kamaraj University, Madurai
  • PGDCA (1997) – Madurai Kamaraj University, Madurai

Professional Experience 💼

  • Dean, School of Computational Mathematics (SF), PSG College of Arts & Science (Jan 2024 – Present)
  • Associate Professor & HoD, PSG College of Arts & Science (Dec 2016 – Dec 2023)
  • Assistant Professor, PSG College of Arts & Science (June 2005 – Nov 2016)
  • Lecturer, Sarojini Naidu Govt. Girls PG College, Bhopal (Jan 2002 – June 2004)
  • Teacher, Army Public School (Oct 1999 – Nov 2000)
  • Lecturer, Jayaraj Annapakiyam College for Women, Periyakulam (Jan 1998 – Apr 1998)

Research Interests 🔬

  • Fractional Differential Equations
  • Impulsive Differential Equations
  • Delay Differential Equations
  • Stochastic Differential Equations

She has guided 4 Ph.D. scholars (pursuing), 1 Ph.D. awarded, and 3 M.Phil. scholars graduated.

Awards and Honors🏆✨

  • University IV Rank in PG at Madurai Kamaraj University
  • Academic Excellence Award, PSG College of Arts & Science
  • PSG Best Teacher Award (2018), PSG College of Technology
  • Research Contribution Award (2022 & 2023), PSG College of Arts & Science

Memberships:

  • Indian Society of Industrial & Applied Mathematics
  • MathTech Thinking Foundation

Conclusion🌟

Dr. M. Latha Maheswari has made substantial contributions to applied mathematics, particularly in differential equations. Her leadership at PSG College of Arts & Science has been instrumental in research and academic development. Recognized with multiple awards, she remains dedicated to advancing knowledge in computational mathematics.

Publications 📚

1️⃣ A. Anguraj, M. Latha Maheswari – Existence of solution of Fractional Quasilinear Impulsive differential equations
📖 Advanced in Theoretical and Applied Mathematics, 2011 🏷️ ISSN: 0973-4554

2️⃣ A. Anguraj, M. Latha Maheswari – Existence of solutions for fractional impulsive neutral functional infinite delay integro differential equations with nonlocal conditions
📖 The Journal of Nonlinear Science and its Applications, 2012 🏷️ ISSN: 2008-1901

3️⃣ A. Anguraj, M. Latha Maheswari – Existence results for fractional differential equations with infinite delay and interval impulsive conditions
📖 Malaya Journal of Matematik, 2014 🏷️ ISSN: 2321-5666

4️⃣ A. Anguraj, M. Latha Maheswari – The Existence and Uniqueness of solutions for nonlocal fractional differential equations with interval impulses
📖 National Journal of Technology, 2015 🏷️ ISSN: 0973-1334

5️⃣ A. Anguraj, M. Latha Maheswari, Y.K. Chang – Solutions of a fractional functional integro differential equations with interval impulses and infinite delay
📖 Nonlinear Studies, 2015 🏷️ ISSN: 1359-8678

6️⃣ T. Tamil Selvan, M. Latha Maheswari – Existence of solutions of nonlinear fractional impulsive delay integro differential equation of Sobolev type
📖 International Journal of Scientific and Research Publications, 2017 🏷️ ISSN: 2250-3153

7️⃣ M. Latha Maheswari, K. Pandiyan – Uniqueness of solution for boundary value problems for fractional integro-differential equations
📖 European Journal of Molecular & Clinical Medicine, 2020 🏷️ ISSN: 2515-8260

8️⃣ M. Latha Maheswari, R. Nandhini – Existence Results for Nonlocal Impulsive Fractional Neutral Functional Integro-Differential Equations with Bounded Delay
📖 Mathematics and Computing, Springer Proceedings in Mathematics and Statistics, March 2023

9️⃣ M. Latha Maheswari, K. S. Keerthana Shri – On a class of non-local boundary value problem for a -Hilfer non-linear fractional integro-differential equation
📖 Acta Mathematica Universitatis Comenianae, June 2023

🔟 M. Latha Maheswari, K. S. Keerthana Shri – Stability analysis for the Ψ-Hilfer non-linear Boundary Value Problem
📖 Nonlinear Studies, Volume 30, Issue 3, July 2023