Regular biography
Arend Bayer is a Fellow at The University of Edinburgh, affiliated with the MATH department. His research interests are not explicitly detailed in the provided information. Bayer's contact details include an email address and a website link to his profile page. No further details about his academic background, awards, or specific research areas are available.
Scholar-generated biography
Arend Bayer is a researcher in Algebraic Geometry, focusing on the study of moduli spaces, stability conditions, and derived categories. His work explores the interplay between birational geometry, wall-crossing phenomena, and the structure of moduli spaces of sheaves on K3 surfaces and Calabi-Yau threefolds. He investigates Bridgeland stability conditions, their implications for Mori cones, and their applications to quantum cohomology and Fujita's conjecture. His research also includes the analysis of Lagrangian fibrations, nef cones, and the geometry of Kuznetsov components. Bayer's contributions span both foundational and applied aspects of algebraic geometry, with a strong emphasis on the connections between derived categories and birational geometry.