Regular biography
Prof. Dr. rer. nat. Christian Liedtke is a professor in the Department of Mathematics at the Technical University of Munich, affiliated with the TUM School of Computation, Information and Technology (CIT). His research interests include algebraic geometry, with a focus on classical algebraic geometry and special topics in the field. He has contributed to the publication of books such as 'Enriques Surfaces I' and 'Isolated Quotient Singularities in Positive Characteristic'. He teaches courses such as Algebraic Geometry and Advanced Student Seminar on Classical Algebraic Geometry. His work is also featured on his personal website.
Scholar-generated biography
Christian Liedtke is a researcher in Algebraic Geometry, focusing on the study of algebraic surfaces, particularly Enriques surfaces, K3 surfaces, and their arithmetic properties. His work explores topics such as supersingular K3 surfaces, rational curves, and the behavior of these surfaces in positive characteristic. Liedtke investigates the birational nature of lifting, moduli spaces, and the crystalline Torelli theorem. His research also includes the study of singular abelian covers, elliptic K3 surfaces, and non-classical Godeaux surfaces. His contributions span both classical and modern aspects of algebraic geometry, with an emphasis on the interplay between algebraic and arithmetic structures.