Erik Panzer

Erik Panzer is a Research Fellow at the Mathematical Institute, University of Oxford, within the Department of Mathematics. His research interests include Feynman integrals, perturbative quantum field theory, graph complexes, deformation quantization, polylogarithms, and combinatorial invariants of graphs. He has contributed to several significant publications in these areas, often in collaboration with other researchers. Panzer also supervises dissertations and summer research projects, and he teaches courses such as B7.2 Electromagnetism. His work has been recognized through awards including the Royal Society University Research Fellowship and the Hermann Weyl Prize.

Erik Panzer is a researcher at the Mathematical Institute, University of Oxford, specializing in mathematical physics with a focus on Feynman integrals, iterated integrals, quantum field theory, and motivic periods. His work explores the symbolic computation of hyperlogarithms and their applications to Feynman integrals, as well as the algebraic structures underlying renormalization in quantum field theories. Panzer's research includes the study of cusp and collinear anomalous dimensions, form factors, and the Galois coaction on periods. His contributions span both theoretical and computational aspects of quantum field theory, with an emphasis on the interplay between algebraic geometry and physics.