Boundary Value Problems is a peer-reviewed journal dedicated to the study of differential equations with associated boundary conditions. It explores the theoretical aspects of solutions and their applications across various fields. The journal publishes original research articles focusing on the existence, uniqueness, and stability of solutions to boundary value problems for ordinary, partial, and fractional differential equations.
Topics covered include but are not limited to: mathematical modeling, differential equations, dynamical systems, and optimal control. It also covers applications in engineering, physics, and other applied sciences. It is indexed in databases like Scopus and Zentralblatt MATH, aiming to reach a broad audience of mathematicians, physicists, and engineers interested in boundary value problems.
Researchers are encouraged to submit high-quality work contributing to advancements in this area. The journal emphasizes rigorous analysis and clear presentation of results. By publishing significant findings, Boundary Value Problems strives to promote collaboration and knowledge dissemination within the scientific community. It publishes open access articles.