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Lukas Brantner is a Research Fellow at the Mathematical Institute of the University of Oxford. His research focuses on geometric and topological methods in algebra. Together with collaborators, he has worked on various topics including derived foliations, Calabi-Yau varieties, and higher algebra techniques such as the Poincaré-Birkhoff-Witt theorems. Brantner has contributed to publications on the deformation theory of Lie algebras and spectral Lie algebras, showcasing his expertise in advanced mathematical concepts. His work often intersects with the fields of topology and algebra, and he has presented his findings in several significant mathematical journals and conferences. Brantner holds an ORCID iD and is recognized for his contribution to contemporary mathematical research. He is dedicated to exploring the intricate relationships within geometric structures and their algebraic counterparts.
Department of Politics and International Relations - Higher Level English requirement.