معرفی
Andrzej Derdzinski is a Professor in the Department of Mathematics at The Ohio State University, part of the College of Arts and Sciences. He holds a PhD from Uniwersytet Wrocławski (1976). His research focuses on Differential Geometry and Einstein Manifolds, with notable contributions to Kähler geometry, Ricci curvature, and geometric structures on manifolds.
Dr. Derdzinski's education includes a Doctorate in Mathematics from Uniwersytet Wrocławski in 1976.
His research interests span advanced geometric analysis, including Einstein metrics, harmonic curvature, Weyl tensors, and the topology of compact manifolds. He has explored topics such as weakly Einstein Kähler surfaces, affine vector fields, and geometric structures in four-dimensional spaces. His work bridges pure geometry with applications in mathematical physics.
Recent publications highlight studies on weakly Einstein Kähler surfaces, harmonic curvature in four dimensions, and compact manifolds with parallel Weyl tensors. These contributions reflect his expertise in curvature properties and geometric classification.
While no specific scientific awards are listed, his extensive publication record and contributions to geometry underscore his scholarly impact. He has advised no explicitly listed students but collaborates widely, including with researchers like Paolo Piccione and Ivo Terek. His work appears in top journals such as the Annals of Global Analysis and Geometry and the Journal of the Korean Mathematical Society.
Dr. Derdzinski’s research also extends to geometric analysis, including studies on warped products, Killing fields, and Nijenhuis geometry. His contributions include foundational insights into ECS manifolds and Weyl-parallel manifolds, advancing understanding of geometric structures and their symmetries.
