Daniela Kraus

PD Dr. Daniela Kraus serves as a Senior Lecturer at the Chair of Mathematics IV (Complex Analysis) within the Faculty of Mathematics and Computer Science at the University of Würzburg. She maintains her office in Building 40 (Mathematics East), Room 02.008 at Emil-Fischer-Straße 40, 97074 Würzburg, with contact details including phone (+49 931 31-85028), fax (+49 931 31-85376), and email (daniela.kraus@uni-wuerzburg.de). Her consultation hours are available by appointment for students and colleagues.

Dr. Kraus specializes in complex analysis and conformal geometry, with research focusing on Blaschke products, Gaussian curvature equations, and conformal metrics. Her work bridges theoretical mathematics with geometric applications, examining critical points of analytic functions, boundary value problems, and the behavior of solutions near singularities. She has made significant contributions to understanding weighted distortion across different geometries and has extended classical theorems including Landau's and Schottky's. Her research demonstrates deep engagement with the intersection of complex analysis and differential geometry.

Her publication record from 2006-2013 reveals a consistent research trajectory with numerous collaborative works primarily with Oliver Roth, as well as Stephan Ruscheweyh, Elias Wegert, and Toshiyuki Sugawa. These publications appear in prestigious mathematics journals including the Journal of the London Mathematical Society, Mathematische Zeitschrift, and Advances in Mathematics. The collective body of work demonstrates sophisticated exploration of conformal geometry problems, particularly examining boundary behavior, singularities, and extremal problems in function theory.

Dr. Kraus teaches courses related to complex analysis and supervises Master's students at the University of Würzburg. As a member of the Complex Analysis research team at the Institute of Mathematics, she contributes to the academic community through her teaching, research, and collaboration with colleagues. Her Privatdozent qualification signifies her advanced academic standing within the German university system, reflecting substantial scholarly achievement beyond the doctoral level.