Moosa Gabeleh | Mathematics | Best Researcher Award

Full Professor, Ayatollah Boroujerdi University, Iran.

Dr. Alaa Ghoneim is an Egyptian researcher specializing in anesthesia and pain management, currently an Assistant Lecturer at Alexandria University’s Medical Research Institute. With extensive experience in clinical and academic settings, he is recognized for his contributions to improving anesthesia practices and patient care standards. Dr. Ghoneim’s active involvement in conferences, where he serves as a coordinator and speaker, highlights his commitment to advancing knowledge and practices in his field. His research emphasizes enhancing anesthesia safety and effectiveness, positioning him as a leading figure in his area of expertise.

Publication Profile

Scopus

Education 📚

Dr. Ghoneim earned his MBBCh in Medicine and Surgery from Alexandria University in 2013, graduating with honors. In 2019, he completed his M.D. in Anesthesia and Pain Management, also at Alexandria University. His education solidified his clinical skills and theoretical knowledge, making him well-versed in advanced anesthetic practices and pain relief methodologies. Dr. Ghoneim’s academic background forms a strong foundation for his career in anesthesia, contributing significantly to his professional expertise and research endeavors.

Experience

Dr. Ghoneim’s professional journey began as a House Officer at Alexandria Main University Hospital (2013-2015), followed by a role as a General Practitioner in Egypt’s Ministry of Health. He later served as an Anesthesia and Pain Management Resident and then as a Demonstrator in Alexandria University’s Anesthesia Department. Since 2020, he has been an Assistant Lecturer at the Medical Research Institute. His hands-on experience across these roles has refined his practical skills in anesthesia and pain management, allowing him to impart valuable knowledge to future practitioners.

Awards and Honors 🏆

Dr. Ghoneim has consistently been acknowledged for his contributions to the field of anesthesia, participating actively in Alexandria Society of Anesthesia and Intensive Care (ASAIC) conferences from 2017 to 2021. His role as a coordinator and speaker at airway management workshops highlights his leadership in medical education. Through his research, academic excellence, and professional achievements, Dr. Ghoneim has established himself as a distinguished figure in anesthesia, contributing significantly to both local and broader medical communities.

Research Focus 🌞

Dr. Ghoneim’s research centers on advancing anesthesia safety, enhancing airway management, and addressing the impacts of anesthesia on the body. His work emphasizes the role of antioxidants in countering the adverse effects of substances like tramadol, particularly in reproductive health and oxidative stress. Dr. Ghoneim’s research contributions focus on optimizing anesthesia techniques and improving patient outcomes, especially concerning long-term impacts and underlying physiological processes, positioning his work as critical to the field of anesthesiology.

Publication Top Notes

Title: On generalized pointwise cyclic contractions without T-restriction property
Authors: Gabeleh, M.
Year: 2024
Journal: Journal of Analysis
Citation: Vol. 32, No. 5, pp. 2513–2523
Citations: 0

Title: Global optimization of a nonlinear system of differential equations involving ψ-Hilfer fractional derivatives of complex order
Authors: Patle, P.R., Gabeleh, M., Rakočević, V.
Year: 2024
Journal: Fractional Calculus and Applied Analysis
Citation: Vol. 27, No. 3, pp. 1369–1388
Citations: 0

Title: Cyclic Fisher (ψ, R) -quasi-contractions in metric spaces equipped with a semi-partial order relation
Authors: Safari-Hafshejani, A., Gabeleh, M., Rakočević, V.
Year: 2024
Journal: Rendiconti del Circolo Matematico di Palermo
Citation: Vol. 73, No. 4, pp. 1395–1411
Citations: 0

Title: Monotone Orbitally Nonexpansive and Cyclic Mappings in Partially Ordered Uniformly Convex Banach Spaces
Authors: Gabeleh, M., Karimi, L., Vetro, C.
Year: 2024
Journal: Iranian Journal of Mathematical Sciences and Informatics
Citation: Vol. 19, No. 1, pp. 19–33
Citations: 0

Title: On existence of solutions for Ψ-Hilfer type fractional BVP of generalized higher order
Authors: Bhupeshwar, Patel, D.K., Gabeleh, M., Samei, M.E.
Year: 2024
Journal: Computational and Applied Mathematics
Citation: Vol. 43, No. 3, Article 155
Citations: 1

Title: Existence Results of Some Nonlinear Minimization Problems with Application to a System of PDE
Authors: Gabeleh, M.
Year: 2024
Journal: Numerical Functional Analysis and Optimization
Citation: Vol. 45, Nos. 10-11, pp. 552–570
Citations: 0

Title: Best approximation theorems via relatively u-continuous and Jaggi nonexpansive mappings
Authors: Gabeleh, M., Gholipour, R., Mazaheri, H., Moshokoa, S.P.
Year: 2024
Journal: Quaestiones Mathematicae
Citation: Article in Press
Citations: 0

Title: Optimal pair of fixed points for a new class of noncyclic mappings under a (φ,Rt)-enriched contraction condition
Authors: Safari-Hafshejani, A., Gabeleh, M., Sen, M.D.L.
Year: 2024
Journal: Electronic Research Archive
Citation: Vol. 32, No. 4, pp. 2251–2266
Citations: 0

Title: On a new variant of cyclic (noncyclic) condensing operators with existence of optimal solutions to an FDE
Authors: Khokhar, G.K., Gabeleh, M., Patel, D.K.
Year: 2024
Journal: Journal of Applied Analysis
Citation: Article in Press
Citations: 0

Title: Remarks on the paper “A characterization of weak proximal normal structure and best proximity pairs”
Authors: Gabeleh, M.
Year: 2024
Journal: Revista de la Real Academia de Ciencias Exactas, Fisicas y Naturales – Serie A: Matematicas
Citation: Vol. 118, No. 1, Article 28
Citations: 0

Conclusion

Dr. Moosa Gabeleh’s scholarly contributions, especially in nonlinear functional analysis and optimization, along with his dedication to academia and the mathematical community, make him a suitable candidate for the Best Researcher Award. His academic journey reflects both depth and consistency, making him highly competitive for this honor, particularly within specialized mathematical analysis domains. Further expansion of his international reach and interdisciplinary applications could further bolster his already impressive portfolio for this esteemed award.

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.

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.

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:

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)

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)

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)

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)

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.