Julian Scheuer

Prof. Julian Scheuer is a Professor of Geometric Analysis at Goethe-Universität Frankfurt. He holds a PhD from the University of Heidelberg (2013) and completed his Habilitation at the University of Freiburg (2018). His research focuses on geometric evolution equations, such as mean curvature flow and inverse curvature flows, with applications to convex geometry and general relativity. He has held academic positions at Cardiff University, Columbia University, and the Universities of Freiburg and Ulm. Scheuer has organized conferences like the 41st Süddeutsches Kolloquium über Differentialgeometrie and the FRActional Curvature in FRAnkfurt workshop.

• Educations: PhD in Mathematics (Heidelberg, 2013), Habilitation (Freiburg, 2018)
• Grants: EPSRC Small Grant (2021), DFG Project on Quermassintegral Flows (2020), DFG Harnack Inequalities Project (2018)

His research interests span geometric flows, curvature estimates, and geometric inequalities. Notable contributions include work on the Minkowski inequality in de Sitter space and stability results for geometric problems. He has authored over 40 peer-reviewed articles and delivered talks at institutions worldwide. Scheuer teaches advanced courses in analysis, differential geometry, and geometric inequalities at Goethe-Universität.

Key Awards: Fellow of the Higher Education Academy (UK, 2022). His research is supported by grants exploring nonlocal curvature functionals and inverse curvature flows.