Fixed Point Theory and Applications is a peer-reviewed journal dedicated to advancing the field of fixed point theory. This area of mathematics studies the properties of operators that leave points unchanged, with applications spanning diverse fields. Key topics explored include iterative methods for solving nonlinear equations, metric fixed point theory, and topological fixed point theory. It also delves into applications of fixed point theory in areas such as differential equations, game theory, and optimization problems.
The journal serves as a platform for researchers and practitioners seeking to disseminate novel findings, innovative methodologies, and insightful applications. It is indexed in databases like Zentralblatt MATH and Mathematical Reviews. The primary target audience includes mathematicians, researchers, and graduate students interested in fixed point theory and its applications to various scientific and engineering disciplines.
Submissions are welcome that contribute to the theoretical underpinnings of fixed point theory or showcase its practical relevance. By providing a focused outlet for research in this specialized field, this journal aims to foster collaboration and accelerate the development of new fixed point techniques for addressing complex problems across multiple domains.