Calabi Curvature Operator Characterizes Complex Projective Space
A new Bochner identity turns a Calabi-operator positivity condition into a rigidity result for Kähler–Einstein manifolds.
Aug 26, 20263 min2608.23778
Riemannian geometry, gauge theory, and global analysis.
A new Bochner identity turns a Calabi-operator positivity condition into a rigidity result for Kähler–Einstein manifolds.
Lifting frameworks to the hyperbolic plane turns surface rigidity into a finite gain-graph condition with a 2|V|-edge tightness rule.