Dr. Mahmoud abu-shugair, Jazan University, Saudi Arabia

Mahmmoud N.M. Abushqair is a Jordanian mathematician. He holds a Master’s degree in Mathematics from Mutah University (2010) and a Bachelor’s degree from King Hussein University (2008). With extensive teaching experience, he has worked at the Ministry of Education in Jordan and is currently a faculty member at Jazan University, Saudi Arabia, where he also serves as the Coordinator of the Mathematics Department in the Preparatory Year Deanship. His research focuses on fuzzy mathematics and its applications in various fields. 📚🧑‍🏫

Suitability

Mahmmoud N.M. Abushqair is an exemplary candidate for the Best Researcher Award, given his significant contributions to the field of mathematics, particularly in fuzzy mathematics. His research focuses on innovative areas such as fuzzy multifunctions, fuzzy ideal multifunctions, and fuzzy rough sets, with applications in granulation and multi-granulation techniques. 📚🧑‍🏫These contributions address complex mathematical problems and provide practical solutions to real-world challenges involving uncertainty and imprecision.

Professional Development

Mahmmoud has continuously advanced his skills in mathematics, focusing on fuzzy mathematics and its applications. He has published several research papers in international journals, contributing to the fields of fuzzy multifunctions, fuzzy rough sets, and granulation techniques. He also holds certifications in ICDL and TOEFL, showcasing his commitment to professional development. His expertise in mathematics and continuous research efforts reflect his passion for advancing mathematical theory and its practical applications. 🧠📈📜

Research Focus

Mahmmoud’s research primarily revolves around fuzzy mathematics. His studies delve into fuzzy multifunctions, fuzzy ideal multifunctions, and fuzzy rough sets. He explores these concepts within the broader context of granulation and multi-granulation techniques, aiming to apply these methods to solve real-world problems. His work contributes significantly to the development of mathematical models that can handle uncertainty and imprecision, which is crucial in various scientific and technological fields. 🔬📊🧮

Prof. Santhosh George | Topology Awards | Best Researcher Award

Prof. Santhosh George, National Institute of Technology Karnataka, India

Santhosh George is a Professor in the Department of Mathematical and Computational Sciences at the National Institute of Technology Karnataka, Surathkal, India. He holds an M.Sc. and B.Ed. from Calicut University and a Ph.D. from Goa University, completed under the guidance of Prof. M.T. Nair, IIT Madras. His research interests encompass functional analysis and operator theory, with a focus on ill-posed operator equations, inverse problems, nonlinear analysis, and iterative methods. Prof. George has taught a range of courses including Functional Analysis, Modern Algebra, and Linear Algebra. He has guided numerous Ph.D. students and supervised postdoctoral research. His research projects, funded by various organizations including SERB and NBHM, cover topics such as regularization methods for ill-posed problems and satellite image enhancement. Prof. George has authored several books on mathematical modeling and algorithms and has contributed significantly to his field through his research and publications.

Professional Profile:

Google Scholar

Evaluation for Prof. Santhosh George’s Suitability for the Best Researcher Award

Prof. Santhosh George’s deep expertise in functional analysis and operator theory, coupled with his significant contributions to mathematical research and education, positions him as a strong candidate for the Best Researcher Award. His innovative research, impactful projects, and dedication to academic excellence make him a deserving recipient of this prestigious recognition.

🎓Education and Work Experience:

Santhosh George is a Professor in the Department of Mathematical and Computational Sciences at the National Institute of Technology Karnataka, Surathkal, India. He earned his M.Sc. and B.Ed. degrees from Calicut University in 1989 and 1991, respectively. He completed his Ph.D. in 1995 from Goa University, under the guidance of Prof. M.T. Nair from IIT Madras. Prof. George’s academic career includes positions as a lecturer and professor at NITK, where he has been a key figure in teaching and research. His professional experience also includes guiding numerous Ph.D. students and supervising postdoctoral research.

🏢Awards:

Santhosh George has received several notable awards throughout his academic career. He was honored with the National Scientific Qualification for Associate Professor in the Italian higher education system in 2022. His early academic achievements include winning the First Prize for Best Master Thesis from the Interdivisional Group of Catalysis of the Italian Chemical Society in 2013. He also benefited from a Ph.D. Scholarship provided by the Department of Chemistry “Ugo Schiff” at the University of Florence from 2013 to 2017. Additionally, he was awarded European Scholarships for Excellent Students in Strategic Sectors from 2008 to 2013 and received the Rotary Club Award for “Excellent Student” in the field of science in 2008.

Publication Top Notes:

Mathematical Modeling for the Solution of Equations and Systems of Equations with Applications: Volume II
- Citations: 69
Local Convergence for Multi-Point-Parametric Chebyshev–Halley-Type Methods of High Convergence Order
- Citations: 68
A Modified Newton–Lavrentiev Regularization for Nonlinear Ill-Posed Hammerstein-Type Operator Equations
- Citations: 58
On the Complexity of Extending the Convergence Region for Traub’s Method
- Citations: 46
Local Convergence for Some Third-Order Iterative Methods Under Weak Conditions
- Citations: 45

Dr. Mahmoud abu-shugair | Topology | Best Researcher Award

Dr. Mahmoud abu-shugair | Topology | Best Researcher Award

Dr. Mahmoud abu-shugair, Jazan University, Saudi Arabia

Professional Profile

Orcid

Suitability

Education

Experience

Professional Development

Research Focus

Awards & Honors

Publication top notes

Double Fuzzy $ \alpha $-$ \eth $-Continuous Multifunctions 📚✨

Double Fuzzy Ideal Multifunctions 📖🔍

Multi-Granulation Double Fuzzy Rough Sets 🧮