📚 Dr. Ali Taherifar boasts a diverse expertise spanning several branches of mathematics and computer science. His proficiency encompasses areas such as Ring Theory, General Topology, Commutative Algebra, and Lattice Theory, showcasing a deep understanding of abstract algebraic structures and topological spaces. Dr. Taherifar’s research also extends to specialized topics like the Ring of Continuous Functions and Algebraic Topology, where he explores the interplay between algebraic and topological concepts. Additionally, his proficiency in the Python programming language enhances his ability to implement theoretical concepts into practical applications, further enriching his contributions to both academia and computational mathematics. His multidisciplinary approach underscores his versatility and innovation in mathematical research. 🧮🔬
Publications Top Notes
“J-spaces and C-normal spaces: An algebraic perspective” (2024), published in Filomat, Volume 38(3), pages 1009–1021. Authors: S.S. Mthethwa, A. Taherifar.
“A note on J-spaces and relatively connected subsets” (2023), published in Quaestiones Mathematicae, Volume 46(11), pages 2453–2464. Authors: S.S. Mthethwa, A. Taherifar.
“Sample-Efficient Policy Adaptation for Exoskeletons under Variations in the Users and the Environment” (2022), published in IEEE Robotics and Automation Letters, Volume 7(4), pages 9020–9027. Authors: A. Shahrokhshahi, M. Khadiv, A. Taherifar, E.J. Park, S. Arzanpour.
“On the lattice of annihilator ideals and its applications” (2021), published in Communications in Algebra, Volume 49(6), pages 2444–2456. Authors: T. Dube, A. Taherifar.
“Rings in which idempotents generate maximal or minimal ideals” (2020), published in Algebra Universalis, Volume 81(3), page 30. Authors: T. Dube, M. Ghirati, S. Nazari, A. Taherifar.