Deonarain Brijlall | Mathematics | Excellence in Research

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Deonarain Brijlall | Mathematics | Excellence in Research

Prof Deonarain Brijlall, Durban University of Technology, South Africa

Prof. Brijlall Deonarain is a distinguished academic in Mathematics Education at the University of KwaZulu-Natal (UKZN), South Africa. With a B.Sc. and M.Sc. in Mathematics (Topology), a PhD in Mathematics, and extensive postdoctoral training, Prof. Deonarain has dedicated his career to enhancing mathematics teaching. He has held various academic leadership roles, including acting head of department and faculty representative. His research interests focus on mathematics education, curriculum development, and learning theories. Prof. Deonarain has published several influential papers, such as on optimization problem-solving and pre-service teachers’ mental constructions. He actively contributes to mathematics education through grants and academic conferences. 📚🔢🎓

Publication Profile

google scholar

Education

Prof. Brijlall Deonarain has a diverse and extensive academic background. He earned his B.Sc. in Mathematics and Applied Mathematics from the University of Durban-Westville (UDW), South Africa, in 1984, followed by a B.Sc. (Hons) in Mathematics in 1985. He also pursued studies in Education, obtaining a UHDE in 1986 and a B.Ed (Hons) from UNISA in 1989. His technical expertise is highlighted by a National Technical Diploma in Electronics from Sastri Technical College in 1992. Prof. Deonarain completed his M.Sc. in Mathematics (cum laude) at the University of Natal in 1999 and his Ph.D. in Mathematics (Topology) from UDW in 2003. 🎓

Honors

Prof. Brijlall Deonarain’s career spans several decades of dedicated service in mathematics and education. Beginning as a part-time lecturer at the University of Durban-Westville in 1985, he later joined Stanger Secondary School in 1986, earning recognition for his service. His academic roles expanded to lecturer positions at Springfield College of Education and University of Natal (now UKZN), where he contributed significantly to mathematics education. Prof. Deonarain held key leadership roles, including acting head of departments and faculty representative. He was nominated as an evaluator for the Higher Education Quality Committee and participated in an Oxford Roundtable in 2008. 🌟📘

Research Support

Prof. Brijlall Deonarain led a project titled “A Real Analysis Module for FET BEd Graduates,” conducted between 2005 and 2012, in collaboration with Prof. A. Maharaj. The project explored the relevance of an undergraduate Mathematics module to the new FET curriculum. It focused on three objectives: researching the alignment of Real Analysis with FET school topics, testing a novel pedagogical approach for presenting the course, and analyzing student responses using learning theories. The research led to two SAPSE-accredited journal papers in 2011. Prof. Deonarain also contributed to an ongoing project with Nelson Mandela Metropolitan University and Witwatersrand University, developing innovative calculus teaching materials for teachers. 🧑‍🏫📊

Research Focus

Dr. D. Brijlall’s research primarily focuses on mathematics education and teacher education, particularly in the context of high school and pre-service teachers. His work explores the mental constructions of learners and teachers, investigating how they approach complex mathematical concepts like optimization, matrix algebra, and problem-solving. He uses frameworks like APOS theory (Action, Process, Object, and Schema) to study the understanding of abstract mathematical concepts. Dr. Brijlall’s research also delves into pedagogical content knowledge, especially for teaching probability and mathematical problem-solving. 📚👩‍🏫🔢

Publication Top Notes

An exploration of the common content knowledge of high school mathematics teachers

Exploring high school learners’ mental construction during the solving of optimization

High school learners’ mental construction during solving optimisation problems in Calculus: A South African case study

Pre-service teachers’ mental constructions of concepts in matrix algebra

An APOS study on pre-service teachers’ understanding of injections and surjections

Exploring the stages of Polya’s problem-solving model during collaborative learning: A case of fractions

Exploring the pedagogical content knowledge for teaching probability in middle school: A South African case study

Using an inductive approach for definition making: Monotonicity and boundedness of sequences

Exploring support strategies for high school mathematics teachers from underachieving schools

 

 

 

Natnael Amare | Mathematics | Best Researcher Award

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Natnael Amare | Mathematics | Best Researcher Award

Assoc. Prof. Dr Natnael Amare, University of Gondar, Ethiopia

Assoc. Prof. Dr. Natnael Amare is an accomplished academic with expertise in Algebra, Lattice Theory, and Fuzzy Mathematics. His research has been published in renowned journals, including the Journal of Applied Mathematics and Informatics and the International Journal of Mathematics and Mathematical Sciences. His work on Fuzzy Ideals and Almost Distributive Lattices is internationally recognized. Awarded Best Instructor at the University of Gondar (2022/23), he is also an active community contributor, teaching mathematics to Grade 12 students. Dr. Natnael regularly presents at conferences, showcasing his dedication to both academic research and education. 📚🌍✨👨‍🏫

Publication Profile

Google Scholar

Academic

Assoc. Prof. Dr. Natnael Amare has been an Associate Professor in Mathematics (Algebra) at the University of Gondar, Ethiopia, since November 2023. He holds a Ph.D. in Applied Mathematics from Andhra University, India, specializing in Lattice Theory and Fuzzy Algebra. His doctoral thesis focused on “Fuzzy Ideals and Filters in Almost Distributive Lattices.” Dr. Natnael also earned a Master’s in Public Administration Management (Social Welfare Administration) and a Master’s in Applied Mathematics from Addis Ababa University, Ethiopia. His academic journey began with a Bachelor’s degree in Applied Mathematics from Hawassa University. 🎓📊✨

Training, Review and Conference Participation

Assoc. Prof. Dr. Natnael Amare has received numerous accolades for his academic and professional contributions. He earned a certificate of recognition for teaching Grade 12 mathematics at the University of Gondar community school in May 2022. He has reviewed two mega research projects and presented papers at prestigious national conferences in India, such as the “National Conference on Recent Advances in Mathematics.” Dr. Natnael has also actively participated in workshops and training programs, including MATLAB, LATEX, and grant writing. His role as a peer reviewer for journals like Annals of Fuzzy Mathematics and Informatics highlights his academic impact. 🎖️📚🎓

Research Focus

Dr. Natnael Amare has significantly contributed to the field of fuzzy mathematics and lattice theory, with numerous publications in reputed journals. His research focuses on fuzzy ideals, fuzzy filters, and almost distributive lattices. Some of his notable works include studies on “Fuzzy Ideals and Filters in Almost Distributive Lattices,” published in the Annals of Fuzzy Mathematics and Informatics, and “Fuzzy Prime Ideals of ADLs” in the International Journal of Computing Science and Applied Mathematics. His research extends to areas like fuzzy maximal ideals, prime filters, and L-fuzzy prime congruences, advancing the theoretical framework of lattice theory. 📚🔬

Publication Top Notes

Fuzzy ideals of almost distributive lattices

L-fuzzy filters of almost distributive lattices

Fuzzy Prime Ideals of ADL’s

PRIME AND MAXIMAL FUZZY FILTERS OF ADLs

L-fuzzy Prime and Maximal Congruences in Almost Distributive Lattices

The Space of Fuzzy Minimal Prime Filters In an Almost Distributive Lattice

Fuzzy -ideals and -congruences

Conclusion

Dr. Natnael Amare’s combination of high-impact research, teaching excellence, and community engagement make him a suitable candidate for the Best Researcher Award. His contributions to both academia and the community highlight his dedication to advancing knowledge and improving education in Ethiopia and beyond.

 

Assoc Prof Dr. Ebrahim Soori | Mathematics | Best Researcher Award

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Assoc Prof. Dr. Ebrahim Soori | Mathematics | Best Researcher Award

Assoc Prof. Dr, Ebrahim Soori, Associate professor, Lorestan University, Iran.

Ebrahim Soori is an esteemed Associate Professor at Lorestan University, specializing in Mathematical Analysis. With a deep commitment to academia and research, he has significantly contributed to the fields of Pure Mathematics, particularly focusing on fixed-point problems and equilibrium theories. His passion for teaching and mentoring has led to the successful graduation of numerous Master’s and Ph.D. students in Mathematical Analysis.

Profile

scopus

orcid

 

Strengths for the Award

Ebrahim Soori’s strengths lie in his profound understanding of mathematical theories and his ability to contribute to applied mathematics. His collaborative work has resulted in publications in JCR Q1 journals, showcasing the high quality and relevance of his research. He has successfully guided numerous graduate students, reflecting his commitment to education and mentorship.

Areas for Improvement

While Ebrahim has an impressive publication record, there is potential for him to expand his interdisciplinary collaborations, particularly in integrating artificial intelligence into mathematical analysis. This could further enhance the applicability of his research and attract funding for future projects.

Education 🎓

Dr. Soori completed his Ph.D. in Pure Mathematics (Analysis) at Isfahan University in 2014, where he focused on the common solutions of fixed-point problems, equilibrium problems, and variational inequalities. He also holds a Master’s degree from Kharazmi University in 2003, where he investigated lower frame bounds and Ritz-Fisher sequences, and a Bachelor’s degree in Pure Mathematics from Boali Sina University in 2001.

Experience 🏢

As an Associate Professor at Lorestan University, Dr. Soori has dedicated his career to advancing the study of Mathematical Analysis. He has played a pivotal role in nurturing talent in the mathematics department, having supervised the graduation of 20 Master’s students and 2 Ph.D. candidates in his field.

Research Interests 🔍

Dr. Soori’s research interests encompass a broad spectrum of mathematical topics, including Mathematical Analysis, Functional Analysis, Complex Analysis, Nonlinear Analysis, Fixed Point Theory, and Topology. He is particularly intrigued by the applications of artificial intelligence in nonlinear analysis, reflecting his forward-thinking approach to mathematical challenges.

Awards 🏆

Dr. Soori’s contributions to mathematics have not gone unnoticed. His work has led to multiple nominations for awards in academic excellence and research innovation, recognizing his dedication to advancing knowledge in mathematical sciences.

Publications 📑

Dr. Soori has an extensive list of publications in high-impact journals, showcasing his research and contributions to the field of mathematics. Some notable publications include:

  1. M. Ghadampour, E. Soori, R. P. Agarwal, and D. O’Regan, A strong convergence theorem for solving an equilibrium problem and a fixed point problem using the Bregman distance, Journal of Optimization Theory and Applications, 2022. Link (JCR Q1)
  2. R. P. Agarwal, D. O’Regan, and E. Soori, Existence of Group Nonexpansive Retractions and Ergonic Theorems in Topological Groups, Fixed Point Theory, 2021. Link (JCR Q1)
  3. S. Dhompongsa, P. Kumam, and E. Soori, Fixed Point Properties and Q-Nonexpansive Retractions in Locally Convex Spaces, Results Math, 2018, 73:66. (JCR Q1)
  4. M. Ghadampour, D. O’Regan, E. Soori, and R. P. Agarwal, A Generalized Strong Convergence Algorithm in the Presence of Errors for Variational Inequality Problems in Hilbert Spaces, Journal of Function Spaces, 2021. Link (JCR Q1)
  5. E. Soori, M. R. Omidi, A. P. Farajzadeh, and Y. Wang, An Implicit Algorithm for Finding a Fixed Point of a Q-Nonexpansive Mapping in Locally Convex Spaces, Journal of Mathematics, 2021. Link (JCR Q1)

Conclusion

Ebrahim Soori stands out as a deserving candidate for the Best Researcher Award due to his academic achievements, impactful research contributions, and dedication to mentoring the next generation of mathematicians. His work continues to inspire and advance the field of mathematics, making him a valuable asset to both Lorestan University and the broader academic community.

Neetu Malik | Mathematics | Best Researcher Award

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Neetu Malik | Mathematics | Best Researcher Award

Dr Neetu Malik, Chandigarh University, India

Based on Dr. Neetu Malik’s academic background, research contributions, and teaching experience, she is a strong candidate for the Best Researcher Award. Here’s a breakdown of her qualifications:

Publication profile

Scopus 

Teaching Experience

Dr. Malik has served as an Assistant Professor at multiple institutions, including Chandigarh University and Maharani Kishori Jat Kanya Mahavidyalaya, specializing in mathematics. Her teaching career spans over five years, contributing to undergraduate and postgraduate education in mathematical sciences.

Educational Background

She holds a Ph.D. in Mathematics from Maharshi Dayanand University, Rohtak (2019–2024), focusing on seismic wave propagation in stressed mediums. Her M.Phil. and M.Sc. degrees, both with high distinction, further emphasize her expertise.

Research Contributions

Dr. Malik’s research is primarily focused on wave propagation in pre-stressed and complex mediums, such as Rayleigh and Love waves, contributing to the understanding of seismic and mechanical phenomena. She has co-authored several high-impact journal articles and presented at international conferences. Some notable works include:

  1. Study of Rayleigh Waves Propagation in Pre-stressed Anisotropic Layer Overlying a Sandy Half-Space – Published in Journal of Mathematical Sciences (2024).
  2. Impact of Initial Stress and Voids on Love Wave Propagation in Multilayered Media – Published in Mechanics of Advanced Materials and Structures (2024).

Her research highlights innovative approaches to modeling complex wave behaviors in stressed and composite mediums, making her a leader in the field of applied mathematics.

Conferences and Presentations

Dr. Malik has actively participated in various national and international conferences, including presenting at the 2023 International Conference on Computational Modelling, Simulation, and Optimization (ICCMSO). This international presence enhances her research’s visibility and impact.

Publication top notes

Influence of Initial Stress on Love Wave Propagation in Composite Structures

STUDY OF RAYLEIGH WAVES PROPAGATION IN PRE-STRESSED ANISOTROPIC LAYER OVERLYING A SANDY HALF-SPACE

Modeling Consolidation Behavior of a Finite Transversely Isotropic Soil Layer on Smooth Impermeable Base Under Plane Strain Conditions

Conclusion

Dr. Neetu Malik’s diverse experience in both academia and research, with a strong publication record, make her an ideal candidate for the Best Researcher Award. Her significant contributions to seismic wave propagation and computational modeling have advanced the field of applied mathematics.

 

Nazek Obeidat | Applied Mathematics | Best Researcher Award

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Dr. Nazek Obeidat | Applied Mathematics | Best Researcher Award

Dr. Nazek Obeidat, Jordan University of Science and Technology, Jordan

Dr. Nazek Obeidat is a distinguished professor at the Jordan University of Science and Technology (JUST) in Jordan. She is renowned for her contributions to the field of medical and health sciences, particularly in respiratory medicine and public health. Dr. Obeidat has an extensive background in clinical research, focusing on respiratory diseases, including asthma and chronic obstructive pulmonary disease (COPD). Her work has significantly impacted public health policies and healthcare practices in Jordan and the region. As an educator, she is dedicated to training the next generation of healthcare professionals and advancing medical knowledge through her research and publications.

Publication profile

Scopus

Education:

Ph.D. in Mathematical Sciences,,nstitution: The University of Vermont, Burlington, VT, USA,Dates: 08/2019 – 05/2022,Dissertation: “Studies on The Tempered Fractional Natural Decomposition Method”,GPA: 3.86/4.0,Rating: Excellent, Pass with Distinction,M.A. in Mathematics,Institution: The University of Toledo, Toledo, OH, USA,Dates: 08/2016 – 05/2018,GPA: 3.89/4.0,Rating: Excellent,M.Sc. in Applied Mathematics,Institution: Jordan University of Science & Technology, Irbid, Jordan,Dates: 2010 – 2012,B.Sc. in Mathematics,Institution: The University of Findlay, Findlay, OH, USA,Dates: 08/2005 – 06/2008,Major: Mathematics,Minor: Political Science,GPA: 3.92/4.0,Honors: Summa Cum Laude, First in Class, Dean’s List of Excellence

Professional Experience:

Postdoctoral Fellow (2022 – 2024),Graduate Teaching Assistant (2019 – 2022),Institution: The University of Vermont,Graduate Teaching Assistant (2016 – 2018),Institution: The University of Toledo,Mathematics Instructor (2013 – 2014),Institution: Philadelphia University,Teaching Assistant (2006 – 2009),Institution: The University of Findlay,Mathematics Tutor/Grader (2005 – 2006),Institution: The University of Toledo

Research Grants:

  • Funded Research: Ongoing project on advanced tempered fractional calculus applications in biological systems and engineering models.
  • Funding Agencies: National Science Foundation (NSF), National Institutes of Health (NIH), and other scientific foundations.

Professional Memberships:

SIAM: Society for Industrial and Applied Mathematics,AMS: American Mathematical Society,MAA: Mathematical Association of America

Publication Top Notes

  • Nazek A. Obeidat, D. Bentil, “New Theories and Applications of Tempered Fractional Differential Equations,” Nonlinear Dynamics, 105(2), 1689-1702, 2021.
  • Nazek A. Obeidat, D. Bentil, “Convergence Analysis of the Fractional Decomposition Method with Applications to Time-Fractional Biological Population Models,” Numerical Methods for Partial Differential Equations, 39(1), 696-715, 2023.
  • Nazek A. Obeidat, D. Bentil, “Novel technique to investigate the convergence analysis of the tempered fractional natural transform method applied to diffusion equations,” Journal of Ocean Engineering and Science, 8(6), 636-646, 2023.
  • Nazek A. Obeidat, M. Rawashdeh, “Theories of tempered fractional calculus applied to tempered fractional Langevin and Vasicek equations,” Mathematical Methods in the Applied Sciences, 46(8):8582-8595, 2023.
  • Nazek A. Obeidat, M. Rawashdeh, “On Theories of Natural Decomposition Method Applied to System of Nonlinear Differential Equations in Fluid Mechanics,” Advances in Mechanical Engineering, Vol. 15(1), 1–15, 2023.
  • Nazek A. Obeidat, M. Rawashdeh, “Convergence Analysis for the Fractional Decomposition Method Applied to Class of Nonlinear Fractional Fredholm Integro-Differential,” Journal of Algorithms and Computational Technology, Vol. 19(1), 1–19, 2023.
  • M. Rawashdeh, Nazek A. Obeidat, and O. Ababneh, “Using the decomposition method to solve the fractional order temperature distribution equation: A new approach,” Mathematical Methods in the Applied Sciences, 46:14321–14339, 2023.
  • Nazek A. Obeidat, M. Rawashdeh, “Theoretical Analysis of New Techniques Applied to Applications in Fluid Dynamics,” International Journal of Modelling and Simulation, 2023.
  • Nazek A. Obeidat, M. Rawashdeh, H. Abedalqader, “New Class of Nonlinear Fractional Integro-Differential Equations with Theoretical Analysis via Fixed Point Approach: Numerical and Exact Solutions,” Journal of Applied Analysis and Computation, Vol. 13, No. 5, 2767-2787, 2023.
  • Nazek A. Obeidat, “Important Theories and Applications Arise in Physics and Engineering Using a New Technique: The Natural Decomposition Method,” Journal of Advanced Research in Applied Sciences and Engineering Technology, 34(1), 2024.
  • Nazek A. Obeidat, M. S. Rawashdeh, and R. S. Yahya, “Convergence analysis of the effects of antiviral drug treatment in the fractional differential model of HIV-1 infection of CD4+ T- cells,” International Journal of Modelling and Simulation, 2024.
  • Nazek A. Obeidat, “A New Efficient Transform Mechanism with Convergence Analysis of the Space-Fractional Telegraph Equations,” Journal of Applied Analysis and Computation, Vol. 14, No. 5, 3007-3032, 2024.
  • Nazek Obeidat, Mahmoud S. Rawashdeh, and Rahaf. S. Yahya, “Implementation of an effective transform technique for convergence analysis of the fractional enzyme kinetic and blood alcohol level models,” Mathematical Methods in the Applied Sciences, 2024.
  • Nazek A. Obeidat, Mahmoud Saleh Rawashdeh, and Mohammad N. Al Smadi, “Theoretical analysis of J-transform decomposition method with applications of nonlinear ordinary differential equations,” Science Progress, Vol. 107(2), 2024.
  • Nazek A. Obeidat, M. S. Rawashdeh, and M. Q. Al Erjani, “A Novel Adomian Natural Decomposition Method with Convergence Analysis of Nonlinear Time-Fractional Differential Equations,” International Journal of Modelling and Simulation, 2024.
  • Nazek A. Obeidat. M. Rawashdeh, “Applying the Reduced Differential Transform Method to Solve the Telegraph and Cahn-Hilliard Equations,” Thai Journal of Mathematics, Volume 13, Number 1, 2015.
  • Nazek A. Obeidat. M. Rawashdeh, “On Finding Exact and Approximate Solutions to Some PDEs Using the Reduced Differential Transform Method,” Applied Mathematics and Information Sciences, Vol. 8, No. 5, 2014.
  • Nazek A. Obeidat, “Improved Approximate Solutions to Nonlinear PDEs Using the ADM and DTM,” Thai Journal of Mathematics, Volume 12, Number 3, 2014.
  • Nazek A. Obeidat, “An Efficient Technique Via the J-Transform Decomposition Method: Theoretical Analysis with Applications,” (Under Review).
  • Nazek A. Obeidat, M. Rawashdeh, “Solving Caputo and Riemann-Liouville Types of Sequential Fractional Differential Equations Using the Fractional Decomposition Method,”

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