Assistant proffessor at Babol Noshirvani University of Technology, Iran
Assist. Prof. Dr. Somayeh Khademloo has established herself as a distinguished academic in Mathematics, with extensive contributions to Mathematics education, Mathematics research, and Mathematics problem-solving. Her career demonstrates a profound dedication to Mathematics by merging theoretical Mathematics with applied Mathematics approaches. The expertise of Dr. Khademloo in Mathematics reflects a long-standing commitment to Mathematics advancement, where Mathematics knowledge is expanded through publications, Mathematics lectures, and Mathematics collaborations. She is recognized for achievements in Mathematics analysis and Mathematics teaching, consistently excelling in Mathematics projects. The foundation of her work remains Mathematics, where Mathematics methods and Mathematics innovations are emphasized. She continues to expand the horizons of Mathematics, enriching Mathematics communities and strengthening global appreciation of Mathematics in both academic and practical Mathematics contexts.
Professional Profile
ORCID Profile | Google Scholar Profile
Education
Assist. Prof. Dr. Somayeh Khademloo pursued her academic journey through institutions of excellence, focusing deeply on Mathematics at every level. Her education in Mathematics includes undergraduate Mathematics, graduate Mathematics, and doctoral Mathematics, all strengthening her ability to apply Mathematics to advanced problems. From early Mathematics training to specialized Mathematics research, she excelled in Mathematics topics such as nonlinear analysis and Mathematics-based applications for solving equations. This academic foundation in Mathematics shaped her teaching and Mathematics writing, allowing her to develop critical expertise in Mathematics analysis. She became proficient in Mathematics methods, Mathematics tools, and Mathematics applications, building a solid base for Mathematics teaching and Mathematics innovation. Her educational path highlights strong Mathematics excellence, Mathematics leadership, and Mathematics progress through comprehensive Mathematics learning.
Experience
Assist. Prof. Dr. Somayeh Khademloo has developed extensive professional experience in Mathematics through years of teaching, Mathematics mentoring, and Mathematics publication. She has taught various Mathematics courses, ranging from introductory Mathematics to advanced Mathematics, emphasizing the importance of Mathematics understanding. Her professional role as Assistant Professor of Mathematics demonstrates her dedication to Mathematics progress in academic institutions. She has participated in Mathematics conferences, Mathematics collaborations, and Mathematics curriculum development. By focusing on Mathematics challenges and Mathematics solutions, she has strengthened her professional impact in Mathematics. Her teaching includes subjects such as applied Mathematics, theoretical Mathematics, and functional Mathematics, all rooted in Mathematics excellence. Her professional journey reflects sustained contributions to Mathematics education and Mathematics scholarship, advancing Mathematics knowledge for both students and colleagues within Mathematics communities.
Research Interest
Assist. Prof. Dr. Somayeh Khademloo’s research interests are firmly anchored in Mathematics, covering topics such as functional Mathematics, nonlinear Mathematics, and boundary Mathematics problems. She explores Mathematics solutions for partial differential equations, applies Mathematics to variational methods, and investigates Mathematics free boundary problems. Her work extends to Mathematics numerical analysis and the integration of Mathematics with deep neural networks. These Mathematics-based explorations highlight her commitment to Mathematics innovation and Mathematics application. Through Mathematics publications and Mathematics collaborations, she contributes to solving fundamental Mathematics questions. Her Mathematics research not only strengthens Mathematics theories but also develops new Mathematics techniques. She emphasizes the importance of Mathematics in understanding complex phenomena, and her dedication ensures Mathematics continues to evolve. Her Mathematics expertise inspires students and enriches Mathematics communities globally.
Award and Honor
Assist. Prof. Dr. Somayeh Khademloo has received multiple awards and honors that reflect her outstanding role in Mathematics. Recognitions include top Mathematics researcher, best Mathematics lecturer, and author of widely used Mathematics books, each underlining her excellence in Mathematics contributions. She has been consistently acknowledged for leadership in Mathematics and achievements in Mathematics innovation. These Mathematics awards showcase her consistent impact in Mathematics and her reputation in Mathematics institutions. Each Mathematics recognition strengthens her influence in Mathematics, proving her dedication to Mathematics excellence. By earning awards for Mathematics teaching and Mathematics writing, she demonstrates an ability to combine Mathematics expertise with Mathematics communication. Her honors validate years of Mathematics work, and they highlight her as a leading figure in Mathematics, inspiring future Mathematics scholars with her success.
Research Skill
Assist. Prof. Dr. Somayeh Khademloo possesses extensive research skills in Mathematics, allowing her to address complex Mathematics questions with precision. She has mastered Mathematics methodologies including numerical Mathematics, functional Mathematics, and applied Mathematics analysis. Her research skills extend to Mathematics computations, Mathematics modeling, and Mathematics simulations. She excels in connecting theoretical Mathematics with practical Mathematics solutions, enhancing Mathematics research output. Her proficiency in Mathematics enables her to design Mathematics studies, interpret Mathematics results, and publish Mathematics findings. She has built strong Mathematics collaborations, applying Mathematics to solve scientific and engineering problems. These Mathematics research skills ensure she remains a leader in Mathematics, contributing innovative Mathematics perspectives. By integrating Mathematics theories with Mathematics practices, her skills demonstrate exceptional capacity to expand Mathematics knowledge and develop pioneering Mathematics approaches.
Publication Top Notes
Title: Multiplicity results for perturbed fourth-order Kirchhoff type elliptic problems
Authors: M Ferrara, S Khademloo, S Heidarkhani
Journal: Applied Mathematics and Computation
Title: Nontrivial solutions for one-dimensional fourth-order Kirchhoff-type equations
Authors: S Heidarkhani, M Ferrara, S Khademloo
Journal: Mediterranean Journal of Mathematics
Title: Multiple solutions for a perturbed fourth-order Kirchhoff type elliptic problem
Authors: S Heidarkhani, S Khademloo, A Solimaninia
Journal: Portugaliae Mathematica
Title: On Adomian decomposition method for solving reaction diffusion equation
Authors: GA Afrouzi, S Khademloo
Journal: International Journal of Nonlinear Science
Title: Existence of Sign-Changing Solutions for a Nonlocal Problem of p-Kirchhoff Type
Authors: SH Rasouli, H Fani, S Khademloo
Journal: Mediterranean Journal of Mathematics
Title: Infinitely many solutions for anisotropic variable exponent problems
Authors: S Khademloo, GA Afrouzi, TN Ghara
Journal: Complex Variables and Elliptic Equations
Title: A numerical method to find positive solution of semilinear elliptic Dirichlet problems
Authors: GA Afrouzi, S Khademloo
Journal: Applied Mathematics and Computation
Title: The Nehari manifold for a class of indefinite weight semilinear elliptic equations
Authors: GA Afrouzi, S Khademloo
Journal: Bulletin of the Iranian Mathematical Society
Title: Some numerical results on a convex nonlinear elliptic problem
Authors: GA Afrouzi, S Khademloo
Journal: Applied Mathematics and Computation
Title: Eigenvalue problems for the p-Laplace operator with nonlinear boundary condition
Authors: S Khademloo
Journal: Australian Journal of Basic and Applied Sciences
Title: A two-phase free boundary with a logarithmic term
Authors: M Fotouhi, S Khademloo
Journal: Interfaces and Free Boundaries
Title: Variational approaches for Lagrangian discrete nonlinear systems
Authors: AAH Alkhalidi, GA Afrouzi, S Khademloo
Journal: Mathematics
Title: Multiplicity of Positive Solutions for a Second-Order Elliptic System of Kirchhoff Type
Authors: S Khademloo, E Valipour, A Babakhani
Journal: Abstract and Applied Analysis
Title: The nehari manifold for semilinear equation with Dirichlet boundary condition
Authors: S Khademloo, GA Afrouzi, M Kardoost
Journal: International Journal of Nonlinear Science
Title: Numerical solutions of diffusive logistic equation
Authors: GA Afrouzi, S Khademloo
Journal: Chaos, Solitons & Fractals
Title: Principal eigenvalues of the p-Laplacian with the boundary condition involving indefinite weight
Authors: GA Afrouzi, S Khademloo
Journal: Wor. J. Mod. Sim
Title: On numerical results of an elliptic boundary value problem
Authors: GA Afrouzi, S Khademloo
Journal: International Journal of Nonlinear Science
Title: Existence of weak solutions for second-order boundary-value problems of Kirchhoff-type with variable exponents
Authors: IE Eskandarkolaei, S Khademloo, GA Afrouzi
Journal: Differential Equations
Title: Existence and multiplicity of solutions for a quasilinear elliptic system on unbounded domains involving nonlinear boundary conditions
Authors: S Khademloo, GA Afrouzi, J Xu
Journal: Journal of Applied Analysis & Computation
Title: On the existence of multiple solutions for a three-point nonlinear boundary value problem of p-Laplacian type
Authors: S Abaspour, S Khademloo, SH Rasouli
Journal: Afrika Matematika
Conclusion
Assist. Prof. Dr. Somayeh Khademloo represents excellence in Mathematics through her career, education, and publications. Her achievements in Mathematics teaching, Mathematics research, and Mathematics writing underline her dedication to Mathematics. She continues to inspire through Mathematics leadership, applying Mathematics methods and advancing Mathematics theories. The recognition she has earned in Mathematics confirms her role as a leading Mathematics academic. Her lifelong commitment to Mathematics demonstrates passion and resilience in Mathematics scholarship. Through professional engagement in Mathematics, she ensures Mathematics remains central to scientific and educational advancement. By expanding Mathematics understanding and promoting Mathematics applications, her work strengthens Mathematics communities globally. Ultimately, her contributions to Mathematics reflect unwavering dedication to the field, ensuring Mathematics development for future generations in Mathematics.