About
Phillip Linke is a Researcher at the Faculty of Mathematics, Bielefeld University, under the supervision of Prof. Dr. Henning Krause. His research focuses on representation theory, including generic representation theory, modular representation theory, and Lie theory, with applications to algebraic structures like singularities and derived categories. He has organized academic events such as the 2011 Summer School on Polynomial Representations of the General Linear Group in Bad Driburg, co-organizing with Reiner Hermann and Philipp Lampe.
Teaching activities include courses like Elementary Number Theory, Linear Algebra, and Algebra 1 from 2010–2013. His academic activities span participation in international conferences (e.g., ICRA 2012, SPP conferences) and research stays, including an exchange term at Karlstads Universitet in Sweden (2009). He presented research at events like the 2011 SPP conference in Münster and participated in workshops on functor homology and computer algebra in representation theory.
Linke’s work intersects with singularity theory, as evidenced by his analysis of weighted projective lines and derived categories linked to algebraic structures. His contributions to representation theory include exploring polynomial representations of GLn and Schur algebras, as detailed in his involvement with the Green’s book-based summer school curriculum.
