Doctorate, at Sidi Mohamed Ben Abdellah University, Morocco.
Dr. Nezha Kamali 🇲🇦, born in 1996 in Ouled Ayad, Morocco, is a promising young researcher in Applied Mathematics. She recently completed her Ph.D. at Sidi Mohamed Ben Abdellah University, Fez, with the highest distinction. Nezha stands out for her exceptional adaptability, motivation, and innovative thinking, which allow her to thrive in dynamic academic and research environments. Her work integrates theoretical and numerical methods to solve complex problems in fractional calculus and nonlinear analysis. She also actively contributes to mathematical modeling in epidemiology and agriculture, reflecting a commitment to interdisciplinary impact. 🌍 Her international exposure, including a double degree with Sorbonne Paris Nord University, has fortified her global research outlook. Nezha’s dedication and academic excellence make her a strong candidate for research and leadership roles in the mathematical sciences. 📚💡
Professional Profile
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🎓 Education
Dr. Nezha Kamali’s educational journey showcases consistent excellence in the mathematical sciences. She earned her Ph.D. in Applied Mathematics (2020–2024) from the Faculty of Sciences Dhar El Mahraz, USMBA–Fez, with the thesis “Fractional Calculus in Variable Exponent Variational Problems and Epidemiological Models”, under the guidance of Professors El Houssine Azroul and Maria Alessandra Ragusa, and received the highest honors. 🌟
Previously, she completed a Research Master’s in Applied Mathematics and Data Science (2018–2020) through a double diploma program between USMBA–Fez and Sorbonne Paris Nord University, focusing on PDEs and numerical analysis. Nezha also holds a Bachelor’s in Fundamental Sciences (2016–2018) and a DEUG in Mathematics and Computer Science (2014–2016), both from USMBA–Fez. She began her academic career with a Physical Sciences Baccalaureate (2014) from Al Farabi High School, graduating with high distinction. 🎓✍️ Her academic path reveals a deep-rooted passion and dedication to mathematical research.
🧪 Experience
Nezha Kamali has built her research experience at the Laboratory of Mathematical Analysis and Applications (LAMA), where she contributes to the advancement of nonlinear analysis and variational methods. During her doctoral studies, she engaged in multidisciplinary research combining nonlocal operators, fractional p(x,·)-Laplacian equations, and boundary value problems, while also applying mathematical theories to epidemiological and agricultural models. 🧮🌾
Her double diploma from Sorbonne Paris Nord University provided her international exposure and hands-on experience with advanced numerical simulation techniques and modeling Saint-Venant-type systems. She is well-versed in academic collaboration and regularly publishes in peer-reviewed journals with global researchers. Nezha’s capacity to translate complex mathematical ideas into real-world applications demonstrates her value as both a theoretician and an applied scientist. 🤝📈 She also contributes to pedagogy by participating in teaching and supervising undergraduate student work, showing her commitment to academic mentorship and knowledge transfer.
🔬 Research Interests
Dr. Nezha Kamali’s research centers on nonlinear analysis, variational problems, and fractional calculus with variable exponents. She is particularly intrigued by p(x,·)-integro-differential operators, anisotropic spaces, and Kirchhoff-type models, which are crucial in describing complex phenomena in physics, biology, and engineering. 🔍🧠 Her focus on nonlocal operators and singular kernel problems drives innovation in solving boundary value problems with real-world relevance. Nezha also explores mathematical modeling in epidemiology and agriculture, where her work addresses pressing challenges like disease dynamics and resource management. 🌿📊
Her interdisciplinary methodology blends rigorous theory with computational simulations, making her contributions both robust and practical. With growing expertise in numerical analysis and dynamical systems, she aims to expand the impact of mathematics in environmental and health sciences. 🚀 Her motivation is to bridge the gap between abstract theory and application, making her research deeply influential and future-forward.
🏆 Awards
Nezha Kamali’s academic journey is marked by multiple distinctions. She earned the highest honors with jury congratulations for her Ph.D. at USMBA–Fez (2024), reflecting the quality and impact of her thesis on fractional calculus and variational models. 🥇
Her earlier degrees also carry commendable distinctions, such as “Very Good” in her Baccalaureate and consistent “Fairly Good” standings throughout undergraduate and master’s programs. As a double diploma holder from USMBA–Fez and Sorbonne Paris Nord University, Nezha has demonstrated academic excellence on an international platform. 🎖️
While still at the early stages of her post-Ph.D. career, her research outputs and growing presence in international journals hint at future nominations and accolades. Her selection for advanced programs and co-authorship with renowned mathematicians speaks volumes about her caliber and dedication. With her track record, Nezha is a strong contender for awards recognizing early-career researchers in mathematics. 🌟
📚 Top Noted Publications
Dr. Nezha Kamali has co-authored several peer-reviewed articles in international journals. Her work has gained early academic attention, with citations from fellow researchers in the field:
1. On a Singular p(x,⋅)p(x, \cdot)p(x,⋅)-Integro-Differential Elliptic Problem
Summary:
This paper investigates the existence of at least two weak solutions to a nonlocal singular problem governed by a generalized integro-differential operator with a singular kernel in a bounded domain Ω\OmegaΩ of RN\mathbb{R}^NRN with Lipschitz boundary. The authors employ the Nehari manifold approach and fibering maps analysis as the main variational tools. Additionally, they establish two embedding results of generalized fractional Sobolev spaces into generalized weighted Lebesgue spaces, which are pivotal in their main proof. link.springer.com
2. On a Class of p(x,⋅)p(x, \cdot)p(x,⋅)-Integro-Differential Kirchhoff-Type Problem with Singular Kernel
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Authors: Ravi Agarwal, Nezha Kamali, Mohammed Shimi, El Houssine Azroul
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Journal: Journal of Applied Analysis & Computation
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Publication Date: February 2025
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Volume: 15, Issue 1, Pages 333–353researchgate.net
Summary:
This study focuses on a class of p(x,⋅)p(x, \cdot)p(x,⋅)-integro-differential Kirchhoff-type problems with Dirichlet boundary conditions. The authors utilize various variational methods to establish the existence of multiple solutions, considering different scenarios concerning the nonlinearity and growth conditions. researchgate.net
3. On a p(x,⋅)p(x, \cdot)p(x,⋅)-Integro-Differential Problem with Neumann Boundary Conditions
Summary:
This paper addresses a p(x,⋅)p(x, \cdot)p(x,⋅)-integro-differential problem under Neumann boundary conditions. The authors aim to establish the existence of solutions using appropriate variational methods and functional analysis tools.
Conclusion
Based on the quality, originality, and scientific rigor of her recent publications, Dr. Nezha Kamali is a strong and deserving candidate for the Research for Best Research Article Award. Her research stands at the intersection of advanced mathematical theory and pressing applied challenges. With continued development in visibility, impact, and independent research leadership, she is poised to make significant contributions to both the mathematics community and beyond.