معرفی
David M.J. Calderbank is a Professor in the Department of Mathematical Sciences at the University of Bath, England. He is actively engaged in research and teaching, offering advanced courses such as Projective Geometry, Differential and Geometric Analysis, and Group Theory.
His research lies at the intersection of differential geometry, geometric analysis, and mathematical physics, with a particular focus on Kähler and Einstein metrics, integrable systems, and parabolic geometries. His work often explores the interplay between geometric structures and algebraic conditions such as stability.
The recent publications highlight a sustained focus on extremal and Einstein metrics, c-projective and ambitoric geometry, and integrability in geometric contexts. His work frequently involves collaborations with prominent geometers such as Vestislav Apostolov, Paul Gauduchon, and Michael Singer.
No scientific awards are mentioned in the provided materials.
He advises no students listed in the provided texts. His research has been supported through standard academic channels, though specific grants are not detailed. He has collaborated extensively, notably with Tammo Diemer on conformal geometry and invariant operators.
While no formal lab or research team is described, his collaborative publication record suggests an active research group or network in differential geometry at Bath.
